National Research Network S9600
Analytic Combinatorics and Probabilistic Number Theory

Publications

• C. Aistleitner. Convergence of \sum c_k f(kx) and the Lip \alpha class. Proc. Amer. Math. Soc. To appear.
• C. Aistleitner. Covering numbers, dyadic chaining and discrepancy. J. Complexity. To appear.
• C. Aistleitner. Diophantine equations and the LIL for the discrepancy of sublacunary sequences. Illinois J. Math., 53, (2009), 785–815.
• C. Aistleitner. Irregular discrepancy behavior of lacunary series. Monatsh. Math., 160, (2010), 1–29.
• C. Aistleitner. Irregular discrepancy behavior of lacunary series II. Monatsh. Math., 161, (2010), 255–270.
• C. Aistleitner. On modifying normal numbers. Unif. Distrib. Theory. To appear.
• C. Aistleitner. On the class of limits of lacunary trigonometric series. Acta Math. Hungar., 129, (2010), 1–23.
• C. Aistleitner. On the law of the iterated logarithm for the discrepancy of lacunary sequences. Trans. Amer. Math. Soc., 362, (2010), 5967-5982.
• C. Aistleitner. On the law of the iterated logarithm for the discrepancy of sequences (n_k x) with multidimensional indices. Unif. Distrib. Theory, 2, (2007), 89–104.
• C. Aistleitner. The law of the iterated logarithm for \sum c_ kf(nkx). In I. Berkes, R. Bradley, H. Dehling, M. Peligrad, and R. Tichy, eds., Dependence in probability, analysis and number theory. Kendrick Press (2010), pp. 21–34.
• C. Aistleitner and I. Berkes. Metric discrepancy theory and Kolmogorov's distribution. Submitted.
• C. Aistleitner and I. Berkes. On the central limit theorem for f(nkx). Prob. Theory Rel. Fields, 146, (2010), 267–289.
• C. Aistleitner and I. Berkes. On the law of the iterated logarithm for the discrepancy of (n_k x). Monatsh. Math., 156, (2009), 103–121.
• C. Aistleitner and I. Berkes. Probability and metric discrepancy theory. Stoch. Dyn., 11(1), (2011), 183–207.
• C. Aistleitner, I. Berkes, and R. Tichy. Lacunary sequences and permutations. In I. Berkes, R. Bradley, H. Dehling, M. Peligrad, and R. Tichy, eds., Dependence in probability, analysis and number theory. Kendrick Press (2010), pp. 35–49.
• C. Aistleitner, I. Berkes, and R. Tichy. On permutations of lacunary series. RIMS Kôkyűroku Bessatsu. To appear.
• C. Aistleitner, I. Berkes, and R. Tichy. On permutations of the Hardy-Littlewood-Pólya sequences. Trans. Amer. Math. Soc. To appear.
• C. Aistleitner, I. Berkes, and R. Tichy. On the asymptotic behavior of weakly lacunary sequences. Proc. Amer. Math. Soc. To appear.
• C. Aistleitner, I. Berkes, and R. Tichy. On the discrepancy of permuted lacunary series. In A. N. Parshin, ed., Festschrift for A. A. Karatsuba. Steklov Mathematical Institute (2011).
• C. Aistleitner and C. Elsholtz. The central limit theorem for subsequences in probabilistic number theory. Canad. J. Math. To appear.
• C. Aistleitner and K. Fukuyama. On the law of the iterated logarithm for trigonometric series with bounded gaps. Submitted.
• C. Aistleitner and M. Hofer. Probabilistic error bounds for the discrepancy of mixed sequences. Submitted.
• C. Aistleitner, M. Hofer, and R. Tichy. A central limit theorem for Latin hypercube sampling with dependence and application to exotic basket option pricing. Submitted.
• C. Aistleitner and S. Hörmann. Upper and lower class separating sequences for Brownian motion with random argument. Probab. Math. Statist. To appear.
• C. Aistleitner, P. Mayer, and W. Ziegler. Metric discrepancy theory, functions of bounded variation and GCD sums. Unif. Distrib. Theory, 5, (2010), 95–109.
• S. Akiyama, G. Barat, V. Berthe, A. Siegel, Boundary of central tiles associated with Pisot beta-numeration and purely periodic expansions, Monatsh. Math, 155 (2008), 377-419.
• S. Akiyama, H. Brunotte, A. Petho, and J. M. Thuswaldner. Generalized radix representations and dynamical systems III. Osaka J. Math., 45(2), (2008), 347–374.
• S. Akiyama, H. Brunotte, A. Petho, and J. M. Thuswaldner. Generalized radix representations and dynamical systems IV. Indag. Math. (N.S.), 19(3), (2008), 333–348.
• S. Akiyama, G. Dorfer, J. M. Thuswaldner, and R. Winkler. On the fundamental group of the Sierpinski Gasket. Topology Appl., 156(9), (2009), 1655–1672.
• S. Akiyama, J. Luo, R. Okazaki, W. Steiner, and J. Thuswaldner. Similar dissection of sets. Geom. Dedicata, 150, (2011), 233–247.
• M. Archibald, V. Brattka and C. Heuberger, Randomness with respect to the Signed-Digit Representation, Fund. Inform. 83 (2008), 1–19.
• D. Armstrong and C. Krattenthaler, Euler characteristic of the truncated order complex of generalized noncrossing partitions, Electronic J. Combin. 16(1) (2009), Article #R143, 10 pp.
• A. Aue, I. Berkes, and L. Horváth. A note on the existence of solutions of stochastic recurrence equations. Acta Sci. Szeged, 73, (2007), 767–779.
• A. Aue, I. Berkes, and L. Horváth. Selection from a stable box. Bernoulli, 14, (2008), 125–139.
• A. Aue, I. Berkes, and L. Horváth. Strong approximation for the sums of squares of augmented GARCH sequences. Bernoulli, 12, (2006), 583–608.
• R. Avanzi and C. Heuberger, Faster and Lower Memory Scalar Multiplication on Supersingular Curves in Characteristic Three, in: Public Key Cryptography — PKC 2011. 14th International Conference on Practice and Theory in Public Key Cryptography, Taormina, Italy, March 6–9, 2011. Proceedings. Lecture Notes in Comput. Sci. 6571 (2011), 109–127.
• R. Avanzi, C. Heuberger and H. Prodinger, On Redundant τ-adic Expansions and Non-Adjacent Digit Sets, Selected Areas in Cryptography: 13th International Workshop, SAC 2006, Montreal, Canada, August 2006, Revised Selected Papers (E. Biham and A. M. Youssef, eds), Lecture Notes in Comput. Sci. 4356 (2007), 285–301.
• R. Avanzi, C. Heuberger and H. Prodinger, Arithmetic of Supersingular Koblitz Curves in Characteristic Three, Tech. Rep. 2010-8, Graz University of Technology (2010).
• R. Avanzi, C. Heuberger and H. Prodinger, Redundant τ-adic Expansions I: Non-Adjacent Digit Sets and their Applications to Scalar Multiplication, Des. Codes Cryptogr. 58 (2011), 173–202, DOI 10.1007/s10623-010-9396-6.
• R. Bacher and C. Krattenthaler, Chromatic statistics for Catalan and Fuß-Catalan numbers, Electronic J. Combin. 18(1) (2011) Article P152, 16 pp.
• M. Balazard and B. Martin, Comportement local moyen de la fonction de Brjuno (2011). Submitted.
• J. Baldeaux, J. Dick and F. Pillichshammer A characterization of higher order nets using Weyl sums and its applications , Unif. Distrib. Theory 5: 133--155, 2009.
• J. Baldeaux, J. Dick and F. Pillichshammer Duality theory and propagation rules for higher order nets , Discrete Math. 311: 362--386, 2011.
• J. Baldeaux, J. Dick, J. Greslehner and F. Pillichshammer Construction algorithms for higher order polynomial lattice rules , J. Complexity 27: 281--299, 2011.
• J. Baldeaux, J. Dick, G. Leobacher, D. Nuyens and F. Pillichshammer Efficient calculation of the worst-case error and (fast) component-by-component construction of higher order polynomial lattice rules , Numer. Algorithms (to appear), 2011.
• C. Banderier and B. Gittenberger. Analytic combinatorics of lattice paths: enumeration and asymptotics for the average area. In Proceedings of the 4th Colloquium of Mathematics and Computer Science, Discrete Math. Theor. Comput. Sci. Proc., AG, pages 345-355. Assoc. Discrete Math. Theor. Comput. Sci., Nancy, 2006. [pdf].
• C. Banderier, M. Kuba and A. Panholzer, Analysis of three graph parameters for random trees , Random Structures & Algorithms, 35, 42-69, 2009.
• G. Barat and P. J. Grabner, Limit distribution of q-additive functions from an ergodic point of view . Ann. Univ. Sci. Budapest. Sect. Comput., 28, (2008), 55-78.
• G. Barat, V. Berth'e, P.Liardet, and J. Thuswaldner, Dynamical directions in numeration, Ann. Inst. Fourier (Grenoble), 56 (2006), pp. 1987-2092.
• F. Barroero, C. Frei, and R. Tichy. Additive unit representations in global fields - A survey. Submitted.
• J. Bastian and T. Prellberg and M. Rubey and C. Stump, Counting the number of elements in the mutation classes of quivers of type A, Electron. J. Combin. 18(1) (2011), Article P98, 23 pp.
• T. Beck, H. Brunotte, K. Scheicher and J. Thuswaldner, Number systems and tilings over Laurent series, Mathematical Proceedings of the Cambridge Philosophical Society, to appear.
• Mathias Beiglböck, Strong characterizing sequences of countable groups , J. Number Theory 127 (2007), no. 2, 145-152
• Mathias Beiglböck, A varaiant of the Hales-Jewett theorem , Bull. Lond. Math. Soc. 40 (2008), no. 2, 210-216.
• Mathias Beiglböck, Arithmetic progressions in abundance by combinatorial tools , submitted.
• Mathias Beiglböck, Vitaly Bergelson, Tomasz Downarowicz, Alexander Fish, Solvability of Rado Systems in D-sets , to appear in J. Topology Appl.
• Mathias Beiglböck, Vitaly Bergelson, Alexander Fish, Sumset phenomenon for countable amenable groups, preprint.
• Mathias Beiglböck, Vitaly Bergelson, Neil Hindman, Dona Strauss, Some new results in multiplicative and additive Ramsey theory , Trans. Amer. Math. Soc. 360 (2008), no. 2, 819-847.
• M. Beiglböck, M. Goldstern, L. Heindorf and M. Pinsker Clones from Ideals , Internat. J. Algebra Comput. 19, 397-421, 2009.
• M. Beiglböck, M. Goldstern, G. Maresch and W. Schachermayer Optimal and Better Transport , J. Funct. Anal. 256, 1907-1927, 2009.
• Mathias Beiglböck, Walter Schachermayer Duality for Borel measurable cost functions , submitted.
• T. Beck, H. Brunotte, K. Scheicher, and J. M. Thuswaldner. Number systems and tilings over Laurent series. Math. Proc. Cambridge Philos. Soc., 147(1), (2009), 9–29.
• I. Berkes and H. Dehling. The mathematical work of Walter Philipp. In I. Berkes, R. Bradley, H. Dehling, M. Peligrad, and R. Tichy, eds., Dependence in probability, analysis and number theory. Kendrick Press (2010), pp. 1–19.
• I. Berkes, R. Gabrys, L. Horváth, and P. Kokoszka. Detecting for changes in the mean of functional observations. J. Royal Stat. Soc., Ser B., 71, (2009), 927–946.
• I. Berkes, R. Gabrys, L. Horváth, and P. Kokoszka. Estimation in nonstationary random coefficient autoregressive models. J. Time Series Anal., 30, (2009), 395–416.
• I. Berkes, S. Hörmann, and L. Horváth. The functional central limit theorem for a family of GARCH observations with applications. Stat. Probab. Letters, 78, (2008), 2725–2730.
• I. Berkes, S. Hörmann, and J. Schauer. Asymptotic results for the empirical process of stationary sequences. Stochastic Process. Appl., 119, (2009), 1298–1324.
• I. Berkes, S. Hörmann, and J. Schauer. Split invariance principles for stationary processes. Annals of Probability. To appear.
• I. Berkes, S. Hörmann, and M. Weber. Upper-lower class tests for weighted i.i.d. sequences and martingales. J. Theor. Prob., 23, (2010), 428–446.
• I. Berkes and L. Horváth. Convergence of integral functionals of stochastic processes, Econometric Theory 22 (2006), 304–322.
• I. Berkes, L. Horváth, and S. Hörmann. On functional versions of the arc sine law. J. Theor. Probab., 23, (2010), 109–126.
• I. Berkes, L. Horváth, P. Kokoszka, and Q. Shao. On discriminating between long-range dependence and changes in mean, Annals of Statistics 34 (2006), 1140–1165.
• I. Berkes, L. Horváth, S. Ling, and J. Schauer. Testing for structural change of AR model to threshold AR models. J. Time Ser. Analysis, 32, (2011), 547–565.
• I. Berkes, L. Horváth, and J. Schauer. Asymptotic behavior of trimmed sums. Proc. Amer. Math. Soc. To appear.
• I. Berkes, L. Horváth, and J. Schauer. Asymptotics of trimmed CUSUM statistics. Bernoulli. To appear.
• I. Berkes, L. Horváth, and J. Schauer. Noncentral limit theorems for random selections. Prob. Theory Rel. Fields, 147, (2010), 449–479.
• I. Berkes, L. Horváth, and J. Schauer. Permutation and bootstrap statistics under infinite variance. In Dependence in Probability and Statistics, vol. 200 of Lecture Notes in Statistics. Springer (2010), pp. 1–20.
• I. Berkes, W. Müller, and M. Weber. On the strong law of large numbers and additive functions. Periodica Math. Hung., 62, (2011), 1–12.
• I. Berkes, W. Philipp, and R. Tichy. Empirical processes in probabilistic number theory: the LIL for the discrepancy of (nk?) mod 1, Illinois J. Math. 50 (2006), 107–145.
• I. Berkes, W. Philipp, and R. Tichy. Entropy conditions for subsequences of random variables with applications to empirical processes. Monatshefte Math., 153, (2008), 183–204.
• I. Berkes, W. Philipp, and R. Tichy. Metric discrepancy results for sequences {nkx} and diophantine equations, In R. F. Tichy, H. P. Schlickewei, and K. Schmidt, eds., Diophantine Approximation: Festschrift for Wolfgang Schmidt, Springer (2008), pp. 95–105.
• I. Berkes, W. Philipp, and R. Tichy. Pseudorandom numbers and entropy conditions. J. of Complexity, 23, (2007), 516–527.
• I. Berkes and M. Weber. Almost sure versions of the Darling-Erdos theorem, Stat. Probab. Letters 76 (2006), 280–290.
• I. Berkes and M. Weber. Moment convergence and the law of the iterated logarithm for additive functions. Acta Arithmetica, 123, (2006), 43–55.
• I. Berkes and M. Weber. On complete convergence of triangular arrays of independent random variables. Stat. Probab. Letters, 77, (2007), 952–963.
• I. Berkes and M. Weber. On the convergence of ? ckf(nkx). Memoirs of the AMS, 943, (2009), 1–72.
• I. Berkes and M. Weber. On the law of the iterated logarithm for arithmetic functions. Proc. Amer. Math. Soc., 135, (2007), 1223–1232.
• J. Bernat, B. Loridant, and J. Thuswaldner. Interior components of a tile associated to a quadratic canonical number system—Part II. Fractals, 18(3), (2010), 385–397.
• V. Berthé, A. Siegel, W. Steiner, P. Surer, and J. M. Thuswaldner. Fractal tiles associated with shift radix systems. Adv. Math., 226(1), (2011), 139–175.
• V. Berthé, A. Siegel, and J. M. Thuswaldner. Substitutions, Rauzy fractals, and tilings. In Combinatorics, Automata, and Number Theory (V. Berthé and M. Rigo, eds.), vol. 135 of Encyclopedia of Mathematics and its Applications. Cambridge University Press, Cambridge (2010), pp. 248–323.
• O. Bodini, D. Gardy, and B. Gittenberger. Lambda terms of bounded unary height. In Proceedings of the Eighth Workshop on Analytic Algorithmics and Combinatorics, pages 23-32, 2011.
• I.M.Bomze, F. Frommelt and M. Rubey, Improving SDP bounds for minimizing quadratic functions over the l1-ball , Optim. Lett. 1 (2007), no. 1, 49–59.
• N. Brandstätter, G. Pirsic and A. Winterhof, Correlation of the two-prime Sidel'nikov sequence , Des. Codes Cryptography 59, No. 1-3, 59-68, 2011.
• C. Brennan, A. Knopfmacher and S. Wagner, The distribution of ascents of size d or more in partitions of n, Combinatorics, Probability and Computing 17/4 (2008), 495-509.
• H. Brunotte, P. Kirschenhofer, and J. Thuswaldner. Contractivity of three dimensional shift radix systems with finiteness property. J. Differ. Equations Appl. To appear.
• H. Brunotte, P. Kirschenhofer, and J. Thuswaldner. Shift radix systems for Gaussian integers and Petho's Loudspeaker. Publ. Math. Debrecen. To appear.
• W. Bruns, C. Krattenthaler and J. Uliczka, Stanley decompositions and Hilbert depth in the Koszul complex, J. Commut. Algebra 2 (2010), 327-357.
• W. Bruns, C. Krattenthaler and J. Uliczka, Hilbert depth of powers of the maximal ideal, in: "Commutative Algebra and its Connections to Geometry (PASI 2009)," A. Corso, C. Polini (eds.), Contemporary Mathematics, Amer. Math. Soc. (to appear).
• Y. Bugeaud, M. Drmota and B. de Mathan, On a mixed Littlewood conjecture in Diophantine approximation [pdf], Acta Arith. 128, 107-124, 2007.
• Y. Bugeaud, M. Drmota, and W. Szpankowski, On the Construction of (Explicit) Khodak's Code and Its Analysis [pdf], IEEE Trans. Inf. Th. 54, 5073-5086, 2008.
• P. J. Cameron, C. Krattenthaler and T. W. Müller, , Séminaire Lotharingien Combin. 61A (2011), Article 61Am, 38 pages.
• P. J. Cameron, C. Krattenthaler and T. W. Müller, , Austral. J. Combin. 50 (2011), 205-215.
• I. Chajda, G. Dorfer, G. Eigenthaler, R. Halas, J. Kühr and W.B. Müller (eds.) Contributions to General Algebra 19, Proceedings of the Olomouc Workshop 2010 , Verlag Johannes Heyn, Klagenfurt, 2010.
• H. H. Chan and A. Kontogeorgis and C. Krattenthaler and R. Osburn, , Ann. Sci. Math. Québec 34 (2010), 25-36.
• F. Chyzak, M. Drmota, T. Klausner, and G. Kok, The Distribution of Patterns in Random Trees [pdf] Comb. Prob. Computing 17, 21-59, 2008.
• A. Conflitti and M. Schlosser, Noncommutative hypergeometric and basic hypergeometric equations , J. Nonlinear Math. Phys. 17 (4) (2010), 429-443.
• M. Ciucu and C. Krattenthaler, A factorization theorem for classical group characters, with applications to plane partitions and rhombus tilings, in: Advances in Combinatorial Mathematics: Proceedings of the Waterloo Workshop in Computer Algebra 2008, I. Kotsireas, E. Zima (eds.), Springer-Verlag, 2010, pp. 39-60.
• M. Ciucu and C. Krattenthaler, The interaction of a gap with a free boundary in a two dimensional dimer system, Commun. Math. Phys. 302 (2011), 253-289.
• S. Corteel and M. Josuat-Vergès and T. Prellberg und M. Rubey, Matrix ansatz, lattice paths and rook placements, Proceedings of the 21st Int. Conf. on "Formal Power Series and Algebraic Combinatorics, C. Krattenthaler, V. Strehl, M. Kauers (eds.), Discrete Math. Theoret. Computer Science (Proceedings), 2009, pp. 313-324.
• L.L. Cristea, J. Dick and F. Pillichshammer, On the mean square weighted L_2 discrepancy of randomized digital nets in prime base, J. Complexity, 22: 605-629, 2006.
• L.L. Cristea, J. Dick, G. Leobacher, and F. Pillichshammer, The tent transformation can improve the convergence rate of quasi-Monte Carlo algorithms using digital nets , Numer. Math., 105: 413-455, 2007.
• L.L. Cristea and H. Prodinger, Order statistics for the Cantor-Fibonacci distribution, Aequationes Math. 73 (2007), no. 1-2, 78-91.
• L.L. Cristea and H. Prodinger, q-Enumeration of up-down words by number of rises, submitted.
• L.L. Cristea and F. Pillichshammer, A lower bound for the $b$-adic diaphony, Rend. Mat. Appl., 27: 147-153, 2007.
• L.L. Cristea. Geometric and topological properties of net sets, Fractals, to appear.
• G. Derfel, P. J. Grabner, and F. Vogl, Asymptotics of the Poincaré functions . In Probability and Mathematical Physics: A Volume in Honor of Stanislav Molchanov (edited by D. Dawson, V. Jaksic, and B. Vainberg), vol. 42 of CRM Proceedings and Lecture Notes . Centre de Recherches Mathématiques, Montreal, pp. 113-130.
• G. Derfel, P. J. Grabner, and F. Vogl, Complex asymptotics of Poincaré functions and properties of Julia sets . Math. Proc. Cambridge Philos. Soc., 145, (2008), 699-718.
• G. Derfel, P. J. Grabner, and F. Vogl, The Zeta function of the Laplacian on certain fractals . Trans. Amer. Math. Soc., 360, (2008), 881-897.
• J. Dick and F. Pillichshammer, Strong tractability of multivariate integration of arbitrary high order using digitally shifted polynomial lattice rules, J. Complexity, 23: 436-453, 2007.
• J. Dick, F. Pillichshammer, and B. Waterhouse, The construction of good extensible rank-1 lattices, Math. Comp., 77: 2345-2373, 2008.
• J. Dick, F. Pillichshammer, and B. Waterhouse, The construction of good extensible Korobov rules, Computing, 79: 79-91, 2007.
• J. Dick and F. Pillichshammer Digital nets and sequences--Discrepancy theory and quasi-Monte Carlo integration , Cambridge University Press, Cambridge, 2010, xviii+600.
• J. Dick, G. Larcher, F. Pillichshammer and H. Wozniakowski Exponential convergence and tractability of multivariate integration for Korobov spaces , Math. Comp. 80: 905--930, 2011.
• J. Dick, G. Leobarcher, and F. Pillichshammer, Randomized Smolyak algorithms based on digital sequences for multivariate integration., IMA J. Numer. Anal., 27: 655-674, 2007.
• J. Dick, P. Kritzer, G. Leobacher and F. Pillichshammer, Constructions of general polynomial lattice rules based on the weighted star discrepancy, Finite Fields Appl., 13: 1045-1070, 2007.
• J. Dick, P. Kritzer, F. Pillichshammer, W. Ch. Schmid, On the existence of higher order polynomial lattices with large figure of merit, J. Complexity, 23: 581-593, 2007.
• J. Dick, P. Kritzer, and F.Y. Kuo, Approximation of functions using digital nets, In: MCQMC 2006 (Heinrich S., Keller A., Niederreiter H., eds.), pp. 275-297, Springer, Berlin Heidelberg New York, 2007.
• J. Dick, P. Kritzer, F.Y. Kuo, and I.H. Sloan, Lattice-Nystrom Method for Fredholm Integral Equations of the Second Kind, J. Complexity 23 (2007), no. 4-6, 752-772.
• J. Dick and F. Pillichshammer, Periodic functions with bounded remainder, Arch. Math., 87: 554-563, 2006.
• B. Doerr, M. Gnewuch, P. Kritzer and F. Pillichshammer, Component-by-component construction of low-discrepancy point sets of small size, Monte Carlo Methods Appl., 14: 129-150, 2008.
• G. Dorfer, D. Dorninger, H. Länger On algebras of multidimensional probabilities , Mathematica Slovaca 50, 571-582, 2010.
• G. Dorfer, D. Dorninger, H. Länger On the structure of numerical event spaces , Kybernetika 46, 971-981, 2010.
• G. Dorfer, G. Eigenthaler, M. Goldstern, W.B. Müller and R. Winkler (eds.) Contributions to General Algebra 17, Proceedings of the 70th Workshop on General Algebra (AAA 70) held at Vienna University of Technology, Vienna, May 26--29, 2005 , Verlag Johannes Heyn, Klagenfurt, 2006.
• G. Dorfer, G. Eigenthaler, H. Kautschitsch, W. More and W.B. Müller (eds.) Contributions to General Algebra 18, Proceedings of the 73th Workshop on General Algebra (AAA 73) held at Alps-Adriatic University of Klagenfurt, Klagenfurt, February 1--4, 2007 , Verlag Johannes Heyn, Klagenfurt, 2008.
• G. Dorfer, J. Thuswaldner and R. Winkler Fundamental groups of one-dimensional spaces , submitted.
• M. Drmota The height of increasing trees , Annals Combinatorics 12, 373-402, 2009.
• M. Drmota, Concentration Properties of Extremal Parameters in Random Discrete Structures , DMTCS, proc. AG, 1-30, 2006.
M. Drmota and B. Gittenberger, The Shape of Unlabeled Rooted Random Trees ->
• M. Drmota, S. Janson and R. Neininger, A Functional Limit Theorem for The Profile of Search Trees Ann. Appl. Prob. 18, 288-333, 2008.
• M. Drmota, A. Iksanov, M. Moehle, and U. Roesler, A limiting distribution for the number of cuts needed to isolate the root of a random recursive tree Random Struc. Algorithms, to appear.
• M. Drmota, Y. Reznik, S. A. Savari, and W. Szpankowski, Precise Asymptotic Analysis of the Tunstall Code [pdf] , IEEE Intern. Symposium on Information Theory, 2334-2337, Seattle, 2006.
• M. Drmota, A. Iksanov, M. Moehle, and U. Roesler, Asymptotic Results About the Total Branch Length of the Bolthausen-Sznitman Coalescent Stoch. Proc. Appl. 117, 1404-1421, 2007.
• M. Drmota and W. Szpankowski, On the exit time of a random walk with positive drift , DMTCS proc AH, 2007, 291-302.
• M. Drmota and W. Szpankowski,(Un)Expected Behavior of Digital Search Tree Profile, Proceedings of the Twentieth Annual ACM-SIAM Symposium on Discrete Algorithms (Claire Mathieu ed.), 130-138, 2009.
• M. Drmota, Omer Gimenez and Marc Noy, Degree distribution in random planar graphs, Proceedings of "Mathematics and Computer Science 2008", DMTCS proc AI, 163-178, 2008.
• M. Drmota, B. Gittenberger and A. Panholzer, The degree distribution of thickened trees, In Proceedings of the 5th Colloquium of Mathematics and Computer Science, Discrete Math. Theor. Comput. Sci. Proc., AG, pages 153-166. Assoc. Discrete Math. Theor. Comput. Sci., Nancy, 2008.
• M. Drmota, P. Grabner and P. Liardet, Block additive functions on the Gaussian integers, Acta Arith. 135, 299-332, 2008.
• M. Drmota, J. Rivat and T. Stoll, The sum of digits of primes in Z[i], Monatsh. Math. 155, 317-347, 2008.
• M. Drmota and T. Stoll, Newman's phenomenon for generalized Thue-Morse sequences [pdf], Discrete Math. 308, 1191-1208, 2008.
• M. Drmota, B. Gittenberger, A. Panholzer, H. Prodinger, and M.D. Ward, On the Shape of the Fringe of Various Types of Random Trees, Mathematical Methods in the Applied Sciences 32, 1207-1245, 2009.
• M. Drmota, C. Mauduit and J. Rivat, Primes with an Average Sum of Digits, Compositio Math. 145, 271-292, 2009.
• M. Drmota, B. Gittenberger, and R. Kutzelnigg, Combinatorial models for cooperations networks, IWOCA 2009, LNCS 5874, Springer, Berlin, 2009,pp 206-217.
• M. Drmota, Embedded trees and the support of the ISE IWOCA 2009, LNCS 5874, Springer, Berlin, 2009,pp 194-205.
• M. Drmota, Random Trees, Springer, Wien-New York, 2009.
• M. Drmota and B. Gittenberger, Chapter: Analytic Combinatorics on Random Graphs , in Analysis of Complex Networks, Matthias Dehmer and Frank Emmert-Streib eds, Wiley-Blackwell, 2009.
• M. Drmota and P. Grabner, Chapter: Analysis of digital functions and applications , in Combinatorics, Automata and Number Theory, Valerie Berthe and Michel Rigo eds, Cambridge University Press, 2010.
• M. Drmota, O. Gimenez and M. Noy, Vertices of given degree in series-paralles graphs, Random Structures Algorithms 36, 273-314, 2010.
• M. Drmota and C. Mauduit, Weyl sums over integers with digit restrictions, Journal of Number Theory 130, 2404-2427, 2010.
• M. Drmota and B. Gittenberger, The shape of unlabeled rooted random trees, Europ. J. Combinat. 3, 2028-2063, 2010.
• M. Drmota, Y. Reznik, and W. Szpankowski, Tunstall Code, Khodak Variations, and Random Walks, IEEE Trans. Inf. Th. 56 (June 2010), 2928-2937.
• M. Drmota, Omer Gimenez and Marc Noy, Degree distribution in random planar graphs, JCTA 118, 2102-2130, 2011.
• M. Drmota and W. Szpankowski, Analsis of block arithmetic coding: discrete divide and conquer recurrences, Proceedings of 2011 International Symposium on Information Theory, Saint Petersburg, 2011.
• M. Drmota, C. Mauduit, and J. Rivat, The Sum of Digits Function of Polynomial Sequences, J. London Math. Soc., 2011.
• M. Drmota and W. Szpankowski, A General Discrete Divide and Conquer Recurrence and Its Applications, Proceedings SODA 2011.
• M. Drmota, O. Gimenez, M. Noy, K. Panagiotou, and A. Steger. The Maximum Degree of Random Planar Graphs, Proceedings SODA 2012, submitted.
• M. Drmota and W. Szpankowski, A Master Theorem for Discrete Divide and Conquer Recurrences , submitted.
• M. Drmota and M. Noy, Universal exponents and tail estimates in the enumeration of planar maps, submitted.
• M. Drmota and M. Infusino, On the discrepancy of some generalized Kakutani's sequences of partitions, submitted.
• M. Drmota, O. Gimenez, M. Noy, The maximum degree of series-parallel graphs, CPC, to appear.
• M. Drmota, E. Fusy, M. Kang, V. Kraus, J. Rue, Asymptotic study of subcritical graph classes, SIAM J. Dicrete Math., to appear.
• M. Drmota and R. Nedela, Asymptotic Enumeration of Maps Regardless of Genus, Ars Mathematica Contemporanea, submitted.
• M. Drmota and J. Morgenbesser Generalized Thue-Morse Sequences of Squares, Israel J., to appear.
• M. Drmota and W. Szpankowski, The Expected Behavior of Digital Search Tree Profile, JCTA, to appear.
• M. Drmota, Embedded trees and the support of the ISE Europ. J. Combinat, to appear.
• M. Drmota and R. Kutzelnigg, A precise analysis of Cuckoo hashing, ACM Trans. Algorithms, to appear.
• A. Dujella, A. Filipin, and C. Fuchs. Effective solutions of the D(-1)-quadruple conjecture. Acta Arith., 128, (2007), 319–338.
• A. Dujella, C. Fuchs, and F. Luca. A polynomial variant of a problem of Diophantus for pure powers. Int. J. Number Theory, 4, (2008), 57–71.
• A. Dujella, I. Gusic, and R. F. Tichy. On the indecomposability of polynomials. Österreich. Akad. Wiss. Math.-Natur. Kl. Sitzungsber. II, 214, (2005), 81–88 (2006).
• M. R. Edson, On properties of representations in certain linear numeration systems (2011).Submitted.
• Ch. Elsholtz, C. Heuberger and H. Prodinger, The number of Huffman codes, compact trees, and sums of unit fractions, submitted.
• H. Faure and F. Pillichshammer L_p discrepancy of generalized Hammersley point sets , Monatsh. Math. 158: 31--61, 2008.
• H. Faure and F. Pillichshammer L_2 discrepancy of two-dimensional digitally shifted Hammersley point sets in base b , In: Monte Carlo and quasi-Monte Carlo methods 2008, pp. 355-368, Springer, Berlin, 2009.
• H. Faure, F. Pillichshammer, G. Pirsic and W.Ch. Schmid L_2 discrepancy of generalized two-dimensional Hammersley point sets scrambled with arbitrary permutations , Acta Arith. 141: 395--418, 2010.
• H. Faure, F. Pillichshammer and G. Pirsic L_2 discrepancy of linearly digit scrambled Zaremba point sets , Uniform Distribution Theory, To appear.
• H. Faure and F. Pillichshammer L_2 discrepancy of generalized {Z}aremba point sets , J. Theor. Nombres Bordeaux 23: 121--136, 2011.
• T. Feierl, The height and range of watermelons without wall , Proceedings of the IWOCA 2009, Lecture Notes in Computer Science, vol. 5874, Springer, 2009, full version to appear in Europ. J. Combin.
• T. Feierl, The height of watermelons with wall (extended abstract), Proceedings of the AofA2007, DMTCS Proceedings (2007).
• T. Feierl, Asymptotics for the number of walks in a Weyl chamber of type B , 2010 Conference on Analysis of Algorithms, AofA 07, DMTCS Proceedings AM, 2010, pp. 175-188.
• Q. Feng, H. Mahmoud and A. Panholzer, Limit laws for the Randic' index of random binary tree models, Annals of the Institute of Statistical Mathematics, 60:319-343, 2008.
• Q. Feng, H. Mahmoud and A. Panholzer, Phase changes in subtree varieties in random recursive and binary search trees, SIAM Journal on Discrete Mathematics, 22:160-184, 2008.
• Q.-Q. Feng, H. Mahmoud and A. Panholzer, Limit laws for the Randic' index of random binary tree models , Annals of the Institute of Statistical Mathematics, 60, 319-343, 2008.
• J. A. Fill, N. Kapur and A. Panholzer, Destruction of very simple trees, Algorithmica, 46:345-366, 2006.
• A. Filipin, R. Tichy, and V. Ziegler. The additive unit structure of purely quartic complex fields. Funct. Approx. Comment. Math., 39(6), (2008), 113–131.
• A. Filipin, R. Tichy, and V. Ziegler. On the quantitative unit sum number problem - an application of the Subspace Theorem. Acta Arith., 133(4), (2008), 297–308.
• I. Fischer, A method for proving polynomial enumeration formulas , J. Combin. Theory Ser. A111 (2005), 37-58, 23 pages.
• I. Fischer, Another refinement of the Bender-Knuth (ex-)Conjecture , European J. Combin. 27 (2006), 290-321.
• I. Fischer, G. Gruber, F. Rendl and Renata Sotirov,Computational experience with a bundle approach for semidefinite cutting plane relaxations of Max-Cut and Equipartition, Math. Program., Ser. B 105 (2006), 451-469.
• I. Fischer, The number of monotone triangles with prescribed bottom row, Adv. Appl. Math. 37 (2006), no. 2, 249-267.
• I. Fischer, A new proof of the refined alternating sign matrix theorem, J. Combin. Theory Ser. A. 114 (2007), no. 2, 253-264.
• I. Fischer, An operator formula for the number of halved monotone triangles with prescribed bottom row, J. Combin. Theory Ser. A 116 (2009), 515-538.
• I. Fischer, A polynomial method for the enumeration of plane partitions and alternating sign matrices, Habilitation thesis, Vienna 2005.
• I. Fischer and D. Romik, More refined enumerations of alternating sign matrices , Adv. Math 222 (2009), 2004-2035.
• I. Fischer, The operator formula for monotone triangles - simplified proof and three generalizations , J. Combin. Theory Ser. A. 117 (2010), 1143-1157.
• I. Fischer, Refined enumerations of alternating sign matrices: monotone (d,m)-trapezoids with prescribed top and bottom row , J. Alg. Combin. 33 (2011), 239-257.
• H. Fournier, D. Gardy, A. Genitrini, and B. Gittenberger. The fraction of large random trees representing a given Boolean function in implicational logic. Random Structures and Algorithms (2011), to appear.
• H. Fournier, D. Gardy, A. Genitrini, and B. Gittenberger. Complexity and limiting ratio of Boolean functions over implication. In Proceedings of the 33rd International Symposium on Mathematical Foundations of Computer Science, volume 5162/2008 of Lecture Notes in Comput. Sci., pages 347-362. Springer, 2008.
• C. Frei. On rings of integers generated by their units. Submitted.
• C. Frei. Sums of units in function fields. Monatsh. Math. To appear.
• C. Frei. Sums of units in function fields II - The extension problem. Acta Arith. To appear.
• C. Fuchs. Polynomial-exponential equations involving multi-recurrences. Studia Sci. Math. Hungar., 46, (2009), 377–398.
• C. Fuchs and B. Jadrijevic. On a parametric family of Thue inequalities over function fields. Math. Proc. Cambridge Philos. Soc., 143, (2007), 9–23.
• C. Fuchs, A. Petho, and R. Tichy. On the Diophantine equation Gn(x) = Gm(y) with Q(x,y) = 0. Trans. Amer. Math. Soc., 355(11), (2003), 4657–4681 (electronic).
• C. Fuchs, R. Tichy, and V. Ziegler. On quantitative aspects of the unit sum number problem. Arch. Math. (Basel), 93(3), (2009), 259–268.
• M. Fulmek, Asymptotic behaviour of the average height of watermelons, Electronic Journal of Combinatorics 14(1), 2007, R64.
• G. Gasper and M. Schlosser, Some curious q-series expansions and beta integral evaluations, Ramanujan J. 13 (1-3) (2007), 229-242.
• A. Genitrini and B. Gittenberger. No Shannon effect on probability distributions on Boolean functions induced by random expressions. DMTCS Proceedings AM (2010), 305-318.
• S. Gerhold and M. Zeiner. Convergence properties of Kemp's q-binomial distribution. Sankhya A, 72(2), (2010), 331–343.
• B. Gittenberger and J. Mandlburger, Hayman admissible functions in several variables, Electron. J. Comb. 13 (2006), Article 106, 29 pp. (electronic).
• Martin Goldstern, Jörg Schmeling, Reinhard Winkler, Further Baire results on the distribution of subsequences , Uniform Distribution Theory 2 (2007), no.1, 127-149.
• P. Grabner and H. Prodinger, Secant and cosecant sums and Bernoulli-Nörlund polynomials . Quaest. Math., 30, (2007), 159-165.
• P. J. Grabner and V. Metz, An interface problem for a Sierpinski and a Vicsek fractal . Math. Nachr., 280, (2007), 1577-1594.
• P. J. Grabner and M. Rigo, Distribution of additive functions with respect to numeration systems on regular languages . Theory Comput. Syst., 40, (2007), 205-223.
• P. J. Grabner and H. Prodinger, Additive irreducibles in alpha-expansions . Publ. Math. Debrecen. To appear.
• P. J. Grabner and W. Steiner, Redundancy of minimal weight expansions in pisot bases . Theor. Comput. Sci., To appear.
• G. Barat and P. J. Grabner, Combinatorial and probabilistic properties of systems of numeration (2011). Submitted.
• P. J. Grabner, P. Hellekalek, and P. Liardet, The dynamical point of view of low-discrepancy sequences (2011). Submitted.
• P. J. Grabner, A. Knopfmacher, and S. G. Wagner, A general asymptotic scheme for moments of partition statistics (2011). Submitted.
• P.J. Grabner and H. Prodinger, On a constant arising in the analysis of bit comparisons in quickselect Quaest. Math., 31, (2008), 303--306.
• P.J. Grabner and H. Prodinger, Secant and cosecant sums and Bernoulli-N"orlund polynomials, Quaest. Math., 2007, to appear
• Greslehner J., The b-adic diaphony of digital (T, s)-sequences , Uniform Distribution Theory 6, no. 2, 1-12, 2011.
• Greslehner J., The b-adic diaphony of digital (0, 1)-sequences: A central limit theorem and a relation to the classical diaphony , Mathematica Pannonica (to appear).
• J. Greslehner and F. Pillichshammer Discrepancy of higher rank polynomial lattice point sets , submitted, 2011.
• G. Greschonig Real extensions of distal minimal flows and continuous topological ergodic decompositions , submitted.
• G. Greschonig Regularity of topological cocycles of a class of nonisometric minimal homeomorphisms , Discrete Contin. Dynam. Syst. A, to appear.
• V. J. W. Guo and M. Schlosser, Curious extensions of Ramanujan's _1 psi_1 summation formula, J. Math. Anal. Appl. 334 (1) (2007), 393-403.
• V. J. W. Guo , M. Rubey and J. Zeng Combinatorial Interpretations of the q-Faulhaber and q-Salie Coefficients , J. Combin. Theory Ser. A 113 (2006), 1501-1515.
• U. Haböck and V. Kulagin A note on non-abelian extensions of minimal rotations , Colloq. Math. 117, 1-17, 2009.
• G. Hanrot, B. Martin, and G. Tenenbaum Constantes de Turá-Kubilius Friables: Une Étude Numérique
  Experimental Math. 19, (2010), 345-361.
• G. Hetyei and C. Krattenthaler, The poset of bipartitions, Europ. J. Combin. 32 (2011), 1253-1281.
• C. Heuberger, All Solutions to Thomas' Family of Thue Equations over Imaginary Quadratic Number Fields, J. Symbolic Comput. 41 (2006), 980–998.
• C. Heuberger, Hwang's Quasi-Power-Theorem in Dimension Two, Quaest. Math. 30 (2007), 507–512.
• C. Heuberger, Redundant τ-adic Expansions II: Non-Optimality and Chaotic Behaviour, Math. Comput. Sci. 3 (2010), 141–157, DOI 10.1007/s11786-009-0014-9.
• C. Heuberger and D. Krenn, Analysis of Width-w Non-Adjacent Forms to Imaginary Quadratic Bases, Tech. Rep. 2010-10, Graz University of Technology (2010).
• C. Heuberger and J. A. Muir, Minimal Weight and Colexicographically Minimal Integer Representations, J. Math. Cryptol. 1 (2007), 297–328.
• C. Heuberger and J. A. Muir, Unbalanced digit sets and the closest choice strategy for minimal weight integer representations, Des. Codes Cryptogr. 52 (2009), 185–208, DOI 10.1007/s10623-009-9276-0.
• C. Heuberger, A. Pethö and R. F. Tichy, Thomas' family of Thue equations over imaginary quadratic fields. II, Anz. Österreich. Akad. Wiss. Math.-Natur. Kl. 142 (2006), 3–7.
• C. Heuberger and H. Prodinger, On α-greedy expansions of numbers, Adv. in Appl. Math. 38 (2007), 505–525.
• C. Heuberger and H. Prodinger, The Hamming Weight of the Non-Adjacent-Form under Various Input Statistics, Period. Math. Hungar 55 (2007), 81–96.
• C. Heuberger and H. Prodinger, Analysis of Complements in Multi-Exponentiation Algorithms Using Signed Digit Representations, Internat. J. Found. Comput. Sci. 20 (2009), 443–453, DOI 10.1142/S012905410900667X.
• C. Heuberger and H. Prodinger, A precise description of the p-adic valuation of the number of alternating sign matrices, Int. J. Number Theory 7 (2011), 57–69, DOI 10.1142/S1793042111003892.
• C. Heuberger, H. Prodinger and S. G. Wagner, Positional Number Systems with Digits Forming an Arithmetic Progression, Monatsh. Math. 155 (2008), 349–375, DOI 10.1007/s00605-008-0008-8.
• C. Heuberger and S. G. Wagner, Maximizing the number of independent subsets over trees with bounded degree, J. Graph Theory 58 (2008), 49–68.
• C. Heuberger and S. G. Wagner, Chemical trees minimizing energy and Hosoya index, J. Math. Chem. 46 (2009), 214–230, DOI 10.1007/s10910-008-9456-6.
• C. Heuberger and S. G. Wagner, On a Class of Extremal Trees for Various Indices, MATCH Commun. Math. Comput. Chem. 62 (2009), 437–464.
• C. Heuberger and S. G. Wagner, Asymptotics of the extremal values of certain graph parameters in trees with bounded degree, Publ. Math. Debrecen. 77 (2010), 347–367.
• C. Heuberger and S. G. Wagner, The Number of Maximum Matchings in a Tree, Discrete Math. 311 (2011), 2512–2542DOI: 10.1016/j.disc.2011.07.028.
• F.J. Hickernell, P. Kritzer, F.Y. Kuo, and D. Nuyens, Weighted compound integration rules with higher order convergence for all N, , To appear in: Numer. Algorithms, 2011.
• A. Hinrichs, F. Pillichshammer, and W. Ch. Schmid, Tractability properties of the weighted star discrepancy,, J. Complexity, 24: 134-143, 2008.
• R. Hofer, G. Larcher and F. Pillichshammer, Average growth-behavior and distribution properties of generalized weighted digit-block-counting functions, Monatsh. Math., 154: 199-230, 2008.
• R. Hofer, P. Kritzer, G. Larcher and F. Pillichshammer Distribution properties of generalized van der Corput-Halton sequences and their subsequences , Int. J. Number Theory 5: 719--746, 2009.
• R. Hofer, F. Pillichshammer and G. Pirsic Distribution properties of sequences generated by Q-additive functions with respect to Cantor representation of integers , Acta Arith. 138: 179--200, 2009.
• R. Hofer and G. Pirsic, An explicit construction of finite-row digital (0,s)-sequences Uniform Distribution Theory 6, No. 2, 13-30, 2011.
• A. Hofinger and F. Pillichshammer Learning a function from noisy samples at a finite sparse set of points , J. Approx. Theory 161: 448--463, 2009.
• A. Huszti, K. Scheicher, P. Surer, and J.M. Thuswaldner, Three-Dimensional Symmetric Shift Radix Systems, Acta Arithmetica, 129 (2007) 147-166.
• H.-K. Hwang, M. Kuba and A. Panholzer, Analysis of some exactly solvable diminishing urn models , in: "The 19th International Conference on Formal Power Series and Algebraic Combinatorics", Nankai University, Tianjin, 2007.
• M. Jancevskis. A note on Waring's problem with convergent sieve sequences. Unif. Distrib. Theory, 4(2), (2009), 133–151.
• M. Jancevskis. A hybrid result related to Waring's problem, squarefree numbers, and digital restrictions. Math. Pannon., 21(1), (2010), 37–58.
• S. Janson, M. Kuba and A. Panholzer, Generalized Stirling permutations, families of increasing trees and urn models , Journal of Combinatorial Theory, Series A, 118, 94-114, 2011.
• M. Jellali, M. Mkaouar, K. Scheicher, and J. M. Thuswaldner. Beta-continued fractions over Laurent series. Publ. Math. Debrecen, 77(3-4), (2010), 443–463.
• V. Jelínek, Counting self-dual interval orders, 23rd International Conference on Formal Power Series and Algebraic Combinatorics, Discrete Math. Theoret. Computer Science (Proceedings), vol. AO, 2011, pp. 539-550.
• V. Jelínek, J. Kratochvíl and I. Rutter, A Kuratowski-type theorem for planarity of partially embedded graphs, Proceedings of SoCG 2011 (to appear).
• F. Jouhet and M. Schlosser, Another proof of Bailey's 6-psi-6 summation, Aequationes Math. 70 (1-2) (2005), 43-50.
• A. Juhl and C. Krattenthaler, Summation formulas for GJMS-operators and Q-curvatures on the Möbius spher, preprint.
• M. Kauers, C. Krattenthaler and T. W. Müller, A method for determining the mod-2^k behaviour of recursive sequences, with applications to subgroup numbers, preprint.
• P. Kirschenhofer, C. M. Lampl, and J. M. Thuswaldner. On a parameterized family of relative Thue equations. Publ. Math. Debrecen, 71(1-2), (2007), 101–139.
• P. Kirschenhofer, P. J. Larcombe, and E. J. Fennessey. The asymptotic form of the sum ? i=0nip(n+i i ): two proofs. Util. Math. To appear.
• P. Kirschenhofer, A. Petho, P. Surer, and J. Thuswaldner. Finite and periodic orbits of shift radix systems. J. Théor. Nombres Bordeaux, 22(2), (2010), 421–448.
• P. Kirschenhofer, A. Petho, and J. M. Thuswaldner. On a family of three term nonlinear integer recurrences. Int. J. Number Theory, 4, (2008), 135–146.
• A. Knopfmacher, R. F. Tichy, S. G. Wagner, and V. Ziegler. Graphs, partitions and Fibonacci numbers. Discrete Appl. Math., 155(10), (2007), 1175–1187.
• T. Koornwinder and M. Schlosser, On an identity by Chaundy and Bullard, I, Indag. Math. (N.S.) 19 (2) (2008), 239-261.
• C. Krattenthaler, Watermelon configurations with wall interaction: exact and asymptotic results, J. Physics Conf. Series 42 (2006), 179-212.
• C. Krattenthaler, Descending plane partitions and rhombus tilings of a hexagon with triangular hole, Europ. J. Combin. 27 (2006), 1138-1146.
• C. Krattenthaler, Growth diagrams, and increasing and decreasing chains in fillings of Ferrers shapes, Adv. Appl. Math. 37 (2006), 404-431.
• C. Krattenthaler, The F-triangle of the generalised cluster complex, in: "Topics in Discrete Mathematics," dedicated to Jarik Nesetril on the occasion of his 60th birthday, M. Klazar, J. Kratochvil, M. Loebl, J. Matousek, R. Thomas and P. Valtr, eds., Springer-Verlag, Berlin, New York, 2006, pp. 93-126.
• C. Krattenthaler, The M-triangle of generalised non-crossing partitions for the types E7 and E8, Séminaire Lotharingien Combin. 54 (2006), Article B54l, 34 pages.
• C. Krattenthaler, Asymptotic analysis of a {S}elberg-type integral via hypergeometrics, preprint.
• C. Krattenthaler and T. W. Mueller, Decomposition numbers for finite Coxeter groups and generalised non-crossing partitions, Trans. Amer. Math. Soc. 362 (2010), 2723-2787.
• C. Krattenthaler and T. W. Mueller, Cyclic sieving for generalised non-crossing partitions associated to complex reflection groups of exceptional type, preprint.
• C. Krattenthaler and T. W. Mueller, Cyclic sieving for generalised non-crossing partitions associated to complex reflection groups of exceptional type - the details, manuscript.
• C. Krattenthaler and K. E. Kürten, Multistability and multi 2\pi-kinks in the Frenkel-Kontorova model: an application to arrays of Josephson junctions, Int. J. Modern Physics B 21 (2007), 2324-2334.
• C. Krattenthaler, Determinants of (generalised) Catalan numbers , J. Statist. Plann. Inference 140 (2010), 2260-2270.
• C. Krattenthaler and T. Rivoal, How can we escape Thomae's relations?, J. Math. Soc. Japan 58 (2006), 183-210.
• C. Krattenthaler and T. Rivoal, On the integrality of the Taylor coefficients of mirror maps , Duke Math. J. 151 (2010), 175-218.
• C. Krattenthaler and T. Rivoal, On the integrality of the Taylor coefficients of mirror maps, II , Commun. Math. Phys. 302 (2011), 253-289.
• C. Krattenthaler and T. Rivoal, On a linear form for Catalan's constant , South East Asian J. Math. Math. Sci. 6 (No.2) (2008), 3-15.
• C. Krattenthaler and T.W. Müller, Parity patterns associated with lifts of Hecke groups , Abh. Math. Sem. Univ. Hamburg 78 (2008), 99-147.
• C. Krattenthaler, A. Conca and J. Watanabe, Regular sequences of symmetric polynomials , Rend. Sem. Mat. Univ. Padova 121 (2009), 179-199.
• C. Krattenthaler, I. Rochev, K. Väänänen and W. Zudilin, On the non-quadraticity of values of the q-exponential function and related q-series , Acta Arithm. 136 (2009), 243-269.
• C. Krattenthaler and T. Rivoal, Multivariate p-adic formal congruences and integrality of Taylor coefficients of mirror maps , in: "Théories galoisiennes et arithmétiques des équations différentielles," L. Di Vizio and T. Rivoal (eds.), Seminaires et Congres, Soc. Math. France, Paris, (to appear).
• C. Krattenthaler, V. P. Spiridonov and G. S. Vartanov, Superconformal indices of three-dimensional theories related by mirror symmetry, J. High Energy Phys. 2011, no. 6, 008, 19 pp.
• P. Kritzer and F. Pillichshammer, An exact formula for the L_2 discrepancy of the shifted Hammersley point set, Uniform Distribution Theory, 1: 1-13, 2006.
• P. Kritzer and F. Pillichshammer, The weighted dyadic diaphony of digital sequences, In: MCQMC 2006 (Heinrich S., Keller A., Niederreiter H., eds.), pp. 549-560, Springer, Berlin Heidelberg New York, 2007.
• P. Kritzer and F. Pillichshammer, Constructions of general polynomial lattices for multivariate integration, Bull. Austral. Math. Soc., 76: 93-110, 2007.
• P. Kritzer and F. Pillichshammer On the component by component construction of polynomial lattice point sets for numerical integration in weighted Sobolev spaces , Unif. Distrib. Theory 6: 79--100, 2011.
• P. Kritzer and F. Pillichshammer A lower bound on a quantity related to the quality of polynomial lattices , Funct. Approx. Comment. Math. (to appear), 2011.
• P. Kritzer and F. Pillichshammer Low discrepancy polynomial lattice point sets , submitted, 2011.
• P. Kritzer, A note on the extreme discrepancy of the Hammersley net in base 2, , Uniform Distribution Theory, 6 (1), 9-19, 2011.
• M. Kuba and A. Panholzer, Descendants in increasing trees, Electronic Journal of Combinatorics/, 13(1): R8, 2006. (14 pages)
• M. Kuba and A. Panholzer, On the area under lattice paths associated with triangular diminishing urn models , Advances in Applied Mathematics, 44, 329-358, 2010.
• M. Kuba and A. Panholzer, Enumeration results for alternating tree families , submitted, 2008.
• M. Kuba, A. Panholzer and H. Prodinger, Lattice paths, sampling without replacement, and limiting distributions , Electronic Journal of Combinatorics, 16(1), paper R67, 2009.
• M. Kuba and A. Panholzer, A combinatorial approach for analyzing the number of descendants in increasing trees and related parameters , Quaestiones Mathematicae, 32, 91-114, 2009.
• M. Kuba and A. Panholzer, Limiting distributions for a class of diminishing urn models, submitted, 2007.
• M. Kuba and A. Panholzer, A combinatorial approach to the analysis of bucket recursive trees and variants , Theoretical Computer Science, 411, 3255-3273, 2010.
• M. Kuba and A. Panholzer, On the distribution of distances between specified nodes in increasing trees , Discrete Applied Mathematics, 158, 489-506, 2010.
• M. Kuba and A. Panholzer, Enumerating alternating tree families , Discrete Mathematics and Theoretical Computer Science, in: "Proceedings of the 20th Annual International Conference on Formal Power Series and Algebraic Combinatorics (FPSAC 2008)", Proceedings AJ, 105-116, 2008.
• M. Kuba and A. Panholzer, Isolating nodes in recursive trees , Aequationes Mathematicae, 76, 258-280, 2008.
• M. Kuba and A. Panholzer, Isolating a leaf in rooted trees via random cuttings , Annals of Combinatorics, 12, 81-99, 2008.
• M. Kuba and A. Panholzer, On edge-weighted recursive trees and inversions in random permutations, Discrete Mathematics, 308:529-540, 2008.
• M. Kuba and A. Panholzer, On weighted path lengths and distances in increasing trees, Probability in the Engineering and Informational Sciences, 21:419-433, 2007.
• M. Kuba and A. Panholzer, On the degree distribution of the nodes in increasing trees, Journal of Combinatorial Theory, Series A, 114:597-618, 2007.
• M. Kuba and A. Panholzer, The left-right-imbalance of binary search trees, Theoretical Computer Science, 370:265-278, 2007.
• M. Kuba and A. Panholzer, Descendants in increasing trees, Electronic Journal of Combinatorics, 13(1):\#8, 2006.
• M. Kuba and A. Panholzer, Analysis of the total costs for variants of the Union-Find algorithm, Discrete Mathematics and Theoretical Computer Science, in: "2007 International Conference on the Analysis of Algorithms", Proceedings AH, 259-268, 2007.
• M. Kuba and A. Panholzer, Limit laws for a class of diminishing urn models, Discrete Mathematics and Theoretical Computer Science, in: "2007 International Conference on the Analysis of Algorithms", Proceedings AH, 341-352, 2007.
• M. Kuba and A. Panholzer, Analysis of insertion costs in priority trees, in: "Proceedings of the Ninth ALENEX workshop and the Fourth ANALCO workshop", 175-182, SIAM, Philadelphia, 2007.
• M. Kuba and A. Panholzer, Analysis of label-based parameters in increasing trees, Discrete Mathematics and Theoretical Computer Science, in: "Proceedings of the Fourth Colloquium on Mathematics and Computer Science", Proceedings AG, 321-330, 2006.
• M. Kuba and A. Panholzer, Enumeration results for alternating tree families , European Journal of Combinatorics, 31, 1751-1780, 2010.
• M. Kuba and A. Panholzer, Analysis of statistics for generalized Stirling permutations , accepted for publication in Combinatorics, Probability and Computing.
• M. Kuba and A. Panholzer, Bilabelled increasing trees and hook-length formulas , accepted for publication in European Journal of Combinatorics.
• M. Kuba and A. Panholzer, A unifying approach for proving hook-length formulas for weighted trees , submitted.
• M. Kuba and A. Panholzer, Enumeration formulae for pattern restricted Stirling permutations , submitted.
• M. Kuba and A. Panholzer, Limiting distributions for a class of diminishing urn models , submitted.
• M. Kuba, H. Mahmoud and A. Panholzer, Analysis of a generalized Friedman's urn with multiple drawings , submitted.
• M. Kuba and S. Wagner, Perfect matchings and k-decomposability of increasing trees , Séminaire Lotharingien de Combinatoire, vol. 57, Art. B57a, 2008.
• M. Kuba and H. Prodinger and C. Schneider, Generalized reciprocity laws for sums of harmonic numbers, INTEGERS - Electronic journal of Combinatorial number theory, 8, A17, 2008.
• M. Kuba and H. Prodinger, On a reciprocity law for finite multiple zeta values , International Journal of Combinatorics, Article ID 153621, 13 pages, 2010.
• M. Kuba and H. Prodinger, A note on Stirling series , Integers - Electronic journal of Combinatorial number theory, 10, article A34, 393-406, 2010.
• M. Kuba, On evaluations of infinite double sums and Tornheim's double series, Seminaire Lotharingien de Combinatoire, vol. 58, 2008.
• M. Kuba, A note on naturally embedded ternary trees , Electronic Journal of Combinatorics, Volume 18 (1), paper P142, 2011.
• M. Kuba and A. Varvak, On Path diagrams and Stirling permutations , submitted.
• M. Kuba and S. Wagner, Deterministic edge-weights in increasing tree families , Combinatorics, Probability and Computing, 19, 99-119, 2010.
• M. Kuba and S. Wagner, Perfect matchings and k-decomposability of increasing trees, Séminaire Lotharingien de Combinatoire.
• M. Kuba, On functions of Arakawa and Kaneko and Multiple zeta functions , Applicable Analysis and Discrete Mathematics, 4, 45-53, 2010.
• M. Kuba, Analysis of a class of Cannibal urns , accepted for publication in Electronic Notes in Probability.
• M. Kuba, On embedded trees and lattice paths , accepted for publication in Fundamenta Informaticae.
• M. Kuba, On Sampling without replacement and OK-Corral urn models , submitted.
• M.-R. Chen and M. Kuba, On generalized Polya urn models , submitted.
• R. Kutzelnigg, Bipartie Random Graphs and Cuckoo Hashing , Proceedings of the Fourth Colloquium on Mathematics and Computer Science, 403-406, 2006.
• R. Kutzelnigg, An Improved Version of Cuckoo Hashing: Average Case Analysis of Construction Cost and Search Operations, Proceedings of the 19th IWOCA, 253-266, 2008.
• R. Kutzelnigg, Random Biparite Graphs and their Application to Cuckoo Hashing , Ph. D. Thesis, Vienna University of Technology, 2008.
• C. Lampl, P. Kirschenhofer and J. Thuswaldner, On a parameterized family of relative Thue equations, Publ. Math. Debrecen, to appear.
• R. Langer, M. Schlosser and S. O. Warnaar, Theta functions, elliptic hypergeometric series, and Kawanaka's Macdonald polynomial conjecture , SIGMA 5 (2009), 055, 20 pp.
• L. Lapointe and Y. Le Borgne and P. Nadeau, A normalization formula for the Jack polynomials in superspace and an identity on partitions , Electron. J. Combin. 16(1) (2008), Art. R70.
• G. Larcher and F. Pillichshammer, A note on optimal point distributions in [0,1)^s, J. Comput. Appl. Math., 206: 977-985, 2007.
• M. Lassalle and M. Schlosser, Inversion of the Pieri formula for Macdonald polynomials, Adv. Math. 202 (2) (2006), 289-325.
• M. Lassalle and M. Schlosser, Recurrence formulas for Macdonald polynomials of type A, J. Algebraic Combin. 32 (1) (2010), 113-131.
• D. Lind, K. Schmidt and E. Verbitskiy Entropy and growth rate of periodic points of algebraic $\mathbb{Z}^d$-actions Dynamical Numbers: Interplay between Dynamical Systems and Number Theory , Eds. S. Kolyada, Yu. Manin, M. Moeller, P. Moree and T. Ward, Contemp. Math., American Mathematical Society, Providence, R.I., 2010, pp. 195--211
• D. Lind, K. Schmidt and E. Verbitskiy Homoclinic points, atoral polynomials, and periodic points of alebraic $\mathbf{Z}^d$-actions Preprint, 2011
• B. Loridant. Fundamental group of tiles associated to quadratic canonical number systems. Math. Slovaca, 58(2), (2008), 241–251.
• B. Loridant and J. Luo. On a theorem of Bandt and Wang and its extension to p2-tiles. Discrete Comput. Geom., 41(4), (2009), 616–642.
• B. Loridant. Fundamental group of tiles associated to quadratic canonical number systems. Math. Slovaca, 58(2), (2008), 241–251.
• B. Loridant and J. Luo. On a theorem of Bandt and Wang and its extension to p2-tiles. Discrete Comput. Geom., 41(4), (2009), 616–642.
• B. Loridant, J. Luo, and J. Thuswaldner. A new criterion for disk-like crystallographic reptiles. 31(2), (2007), 593–610.
• B. Loridant, J. Luo, and J. Thuswaldner. Topology of crystallographic tiles. Geom. Dedicata, 128, (2007), 113–144.
• B. Loridant and J. Thuswaldner. Interior components of a tile associated to a quadratic canonical number system. Topology Appl., 155(7), (2008), 667–695.
• M. G. Madritsch. Additive functions on pseudo-polynomial sequences. Journal de Théorie des Nombres de Bordeaux. To appear.
• M. G. Madritsch. A note on normal numbers in matrix number systems. Math. Pannon., 18(2), (2007), 219–227.
• M. G. Madritsch. Asymptotic normality of b-additive functions on polynomial sequences in number systems. The Ramanujan Journal, 21, (2010), 181–210.
• M. G. Madritsch. Generating normal numbers over Gaussian integers. Acta Arith., 135(1), (2008), 63–90.
• M. G. Madritsch. Waring's Problem with digital restrictions in Fq[X]. Mathematica Slovaca, 60, (2010), 801– 810.
• M. G. Madritsch and A. Petho. Asymptotic normality of additive functions on polynomial sequences in canonical number systems. Journal of Number Theory. To appear.
• M. G. Madritsch and J. M. Thuswaldner. Weyl sums in Fq[x] with digital restrictions. Finite Fields Appl., 14(4), (2008), 877–896.
• M. G. Madritsch and J. M. Thuswaldner. Additive functions for number systems in function fields. Finite Fields Appl., 16(3), (2010), 204–229.
• M. G. Madritsch, J. M. Thuswaldner, and R. F. Tichy. Normality of numbers generated by the values of entire functions. J. Number Theory, 128(5), (2008), 1127–1145.
• M. G. Madritsch and S. G. Wagner. A central limit theorem for integer partitions. Monatshefte Math., 161, (2010), 85–114.
• G. Maresch and R. Winkler Compactifications, Hartman functions and (weak) almost periodicity , Dissertationes Math. 461, 1-72, 2009.
• B. Martin, C. Mauduit, and J. Rivat, Sur les Chiffres des Nombres Premiers (2011).
  Submitted.
• C. Martinez, A. Panholzer and H. Prodinger, The analysis of Range Quickselect and related problems , accepted for publication in Theoretical Computer Science.
• J. Morgenbesser, The sum of digits of squares in Z[i], Journal of Number Theory 130, 1433-1469, 2010.
• J. Morgenbesser, Square root singularities of infinite systems of functional equations, DMTCS Proceedings of the AofA 2010, 513-526 2010.
• J. Morgenbesser, Thomas Stoll, and Jeffrey Shallit Thue-Morse at Multiples of an Integer, Journal of Number Theory 131, 1498-1512, 2011.
• J. Morgenbesser, The sum of digits of [n^c], Acta Arithmetica 148, 367-393, 2011.
• J. Morgenbesser, The sum of digits of Gaussian primes, The Ramanujan Journal, to appear.
• C. Martinez, A. Panholzer and H. Prodinger, Generating random derangements , in: "Proceedings of the Tenth ALENEX workshop and the Fifth ANALCO workshop", 234--240, SIAM, Philadelphia, 2008.
• H. Niederreiter and F. Pillichshammer A construction algorithm for good extensible rank-1 lattice rules , Contr. Approx. 30: 361--393, 2009.
• A. Panholzer and H. Prodinger, Bijections between certain families of labelled and unlabelled d-ary trees , Applicable Analysis and Discrete Mathematics, 3, 123-136, 2009.
• A. Panholzer, Left and right length of paths in binary trees or on a question of Knuth , Annals of Combinatorics, 12, 479-492, 2009.
• A. Panholzer and H. Prodinger, A short proof of a series evaluation in terms of harmonic numbers , Integers: Electronic Journal of Combinatorial Number Theory, 9, 491-496 (Paper A38), 2009.
• A. Panholzer, Analysis of some parameters for random nodes in priority trees , Discrete Mathematics and Theoretical Computer Science, 10(2), 1-38, 2008.
• A. Panholzer, A distributional study of the path-edge covering numbers for random trees, Discrete Applied Mathematics, 156:1036-1052, 2008.
• A. Panholzer and H. Prodinger, The level of nodes in increasing trees revisited, Random Structures & Algorithms, 31:203-226, 2007.
• A. Panholzer, Cutting down very simple trees, Quaestiones Mathematicae, 29:211-227, 2006.
• A. Panholzer, Left and right length of paths in binary trees, (Extended abstract). Discrete Mathematics and Theoretical Computer Science, in: "Proceedings of the Fourth Colloquium on Mathematics and Computer Science", Proceedings AG, 415-418, 2006.
• A. Panholzer and G. Seitz, Ordered increasing k-trees: introductions and analysis of a preferential attachment network model , Discrete Mathematics and Theoretical Computer Science, in: "Proceedings of the 21st International Meeting on Probabilistic, Combinatorial and Asymptotic Methods for the Analysis of Algorithms (AofA 2010)", Proceedings AM, 549-564, 2010.
• A. Panholzer and H. Prodinger, Asymptotic results for the number of paths in a grid , accepted for publication in Bulletin of the Australian Mathematical Society.
• A. Panholzer and G. Seitz, Limiting distributions for the number of inversions in labelled tree families , submitted.
• A. Panholzer and G. Seitz, Ancestors and descendants in evolving k-tree models , submitted.
• F. Pausinger and W. Ch. Schmid, A lower bound for the diaphony of generalised van der Corput sequences in arbitrary base b , Journal of Uniform Distribution Theory, 6, no 2, 31-48, 2011.
• F. Pausinger and W. Ch. Schmid, A good permutation for one-dimensional diaphony , Monte Carlo Methods and Appl. 16, 307-322, 2010.
• F. Pillichshammer, Dyadic diaphony of digital sequences, J. Th\'{e}or. Nombres Bordeaux, 19: 501-521, 2007.
• F. Pillichshammer, Uniform distribution of sequences connected with the weighted sum-of-digits function, Uniform Distribution Theory, 2: 1-10, 2007.
• F. Pillichshammer, Digital sequences with best possible order of $L_2$-discrepancy, Mathematika, 53: 149-160, 2006.
• F. Pillichshammer and G. Pirsic The quality parameter of cyclic nets and hyperplane nets , Unif. Distrib. Theory 4: 69--79, 2009.
• F. Pillichshammer and G. Pirsic Discrepancy of hyperplane nets and cyclic nets , In: Monte Carlo and quasi-Monte Carlo methods 2008, pp. 573--587, Springer, Berlin, 2009.
• F. Pillichshammer Euler's constant and averages of fractional parts , Amer. Math. Monthly 117: 78--83, 2010.
• F. Pillichshammer Polynomial lattice point sets , In: Monte Carlo and quasi-Monte Carlo methods 2010, Springer, Berlin, to appear.
• F. Pillichshammer and G. Pirsic Extensible hyperplane nets , Finite Fields Appl. (to appear), 2011.
• G. Pirsic, J. Dick and F. Pillichshammer, Cyclic digital nets, hyperplane nets and multivariate integration in Sobolev spaces, SIAM J. Num. Anal., 44: 385-411, 2006.
• H. Rosengren and M. Schlosser, On Warnaar's elliptic matrix inversion and Karlsson-Minton-type elliptic hypergeometric series , J. Comput. Appl. Math. 178 (2005), 377-391.
• H. Rosengren and M. Schlosser, Elliptic determinant evaluations and the Macdonald identities for affine root systems, Compos. Math. 142 (4) (2006), 937-961.
• M. Rubey, Nestings of Matchings and Permutations and North Steps in PDSAWs, math. CO, 11 pages.
• M. Rubey, Extended Rate, more GFUN, J. Symbolic Computation 46 (2011), 889-903.
• M. Rubey and C. Stump, Crossings and nestings in set partitions of classical types, Electron. J. Comb. 17 (2010), Research Paper R120, 19 pp.
• M. Rubey, Increasing and Decreasing Sequences in Fillings of Moon Polyominoes, Adv. Appl. Math. 47 (2011), 57-87.
• M. Rubey, A combinatorial interpretation of Guo and Zeng's q-Faulhaber coefficients , math. CO, 6 pages.
• K. Scheicher, P. Surer, J. M. Thuswaldner, and C. van de Woestijne. Generalised Canonical Number Systems and Digit Systems (2011). ArXiv:1004.3729v1 [math.NT].
• M. Schlosser, Abel-Rothe type generalizations of Jacobi's triple product identity, Dev. Math. 13 (2005), 383-400.
• M. Schlosser, Summation, transformation, and expansion formulas for multibasic theta hypergeometric series, Adv. Stud. Contemp. Math. (Kyungshang) 11 (2005), no. 1, 67-84; also in Proceedings of the Workshop Elliptic Integrable Systems (M. Noumi and K. Takasaki, eds.) Kyoto, RIMS, 2004; Rokko Lectures in Mathematics 18 (2005), 1-17.
• M. Schlosser, Explicit computation of the q,t-Littlewood-Richardson coefficients , Proceedings of the Workshop on Jack, Hall-Littlewood and Macdonald polynomials(V. Kuznetsov and S. Sahi, eds.) Edinburgh, ICMS, Sept. 23-26, 2003; Contemp. Math. 417 (2006), 335-343.
• M. Schlosser, Summation formulae for noncommutative hypergeometric series , 35 pages, submitted.
• M. Schlosser, Noncommutative extensions of Ramanujan's 1-psi-1 summation , Electron. Trans. Numer. Anal. 24 (2006), 94-102.
• M. Schlosser, Elliptic enumeration of nonintersecting lattice paths, J. Combin. Theory Ser. A, 114 (3) (2007), 505-521.
• M. Schlosser, Macdonald polynomials and multivariable basic hypergeometric series , Vadim Kuznetsov Memorial Issue on Integrable Systems and Related Topics, Sigma 3 (2007), 056, 30 pp.
• M. Schlosser, A new multivariable 6-psi-6 summation formula, Ramanujan J. 17 (3) (2008), 305-319.
• M. Schlosser, Multilateral inversion of A_r, C_r and D_r basic hypergeometric series, Ann. Comb. 13 (2009), 341-363.
• M. Schlosser, A Taylor expansion theorem for an elliptic extension of the Askey-Wilson operator ,in Special Functions and Orthogonal Polynomials (D. Dominici and R. S. Maier, eds.), Amer. Math. Soc., Providence, R.I., Contemp. Math. 471 (2008), 175-186.
• M. Schlosser, A noncommutative weight-dependent generalization of the binomial theorem, preprint.
• K. Schmidt Ergodic Theory and Number Theory: The Work of Elon Lindenstrauss Internat. Math. Nachrichten 216 (2011), 1--13
• K. Schmidt and E. Verbitskiy Abelian sandpiles and the harmonic model Comm. Math. Phys. 292 (2009), 721--759
• K. Schmidt and E. Verbitskiy New directions in algebraic dynamical systems Regul. Chaotic Dyn. 16 (2011), 79--89
• N. S. Schmuck, S. G. Wagner and H. Wang, Greedy trees, caterpillars, and Wiener-type graph invariants, to appear in MATCH Commun. Math. Comput. Chem..
• A. Siegel and J. M. Thuswaldner. Topological properties of Rauzy fractals. No. 118 in Mém. Soc. Math. Fr. (N.S.) (2009).
• V. Sirvent and J. Thuswaldner, On the $k$-bonacci Mandelbrot set, submitted.
• Christian Steineder, Subword complexity and projection bodies , Adv. Math. 217 (2008),2377-2400.
• W. Steiner and J. Thuswaldner. Rational self-affine tiles. Submitted.
• S. Steinerberger and F. Pillichshammer Average distance between consecutive points of uniformly distributed sequences , Unif. Distrib. Theory 4: 51--67, 2009.
• T. Stoll, Decomposition of perturbed Chebyshev polynomials, J. Comp. Appl. Math., to appear.
• T. Stoll, Complete decomposition of Dickson-type recursive polynomials and a related Diophantine equation, J. Number Theory, to appear.
• T. Stoll, On a problem of Erdös and Graham concerning digits, Acta Arith. 125 (2006), 89-100.
• T. Stoll and R. F. Tichy. Diophantine equations for Morgan-Voyce and other modified orthogonal polynomials. Math. Slovaca, 58, (2008), 11–18.
• G. Strasser Generalisations of the Euler Adic Math. Proc. Cambridge Philos. Soc. 150 (2011), 241--256
• C. Stump, Non-crossing partitions, non-nesting partitions and Coxeter sortable elements in types $A$ and $B$, submitted.
• Paul Surer, Characterisation results for Shift Radix Systems , Mathematica Pannonica 18 (2007), no. 2, 265 - 297.
• P. Surer. e-Shift Radix Systems and radix representations with shifted digit sets. Publ. Math. Debrecen, 74(1-2), (2009), 19–43.
• E. Teufl and S. G. Wagner. The number of spanning trees in self-similar graphs. Ann. Comb., 15(2), (2011), 355–380.
• E. Teufl and S. G. Wagner. The number of spanning trees of finite Sierpinski graphs. In Fourth Colloquium on Mathematics and Computer Science Algorithms, Trees, Combinatorics and Probabilities, Discrete Math. Theor. Comput. Sci. Proc., AG. Assoc. Discrete Math. Theor. Comput. Sci., Nancy (2006), pp. 411–414.
• J. L. Thunder and M. Widmer. Counting points of fixed degree and given height over function fields. Submitted.
• J. Thuswaldner and V. Ziegler. On linear combinations of units with bounded coefficients. Mathematika. To appear.
• R.F. Tichy and S. Wagner, Algorithmic generation of molecular graphs with large Merrifield-Simmons index, MATCH Communications in Mathematical and in Computer Chemistry 59/1 (2008), 239-252.
• R. F. Tichy and M. Zeiner. Baire Results of Multi-Sequences. Unif. Distrib. Theory, 5(1), (2010), 13–44.
• R. F. Tichy and V. Ziegler. Units generating the ring of integers of complex cubic fields. Colloq. Math., 109(1), (2007), 71–83.
• C.E. van de Woestijne, Noncanonical number systems in the integers, J. Num. Th. 128 (2008), 2914-2938.
• C.E. van de Woestijne, The structure of abelian groups supporting a number system (extended abstract), Actes des rencontres du CIRM 1 (2009), 75–79.
• C. E. van de Woestijne, Number systems and the Chinese Remainder Theorem, submitted.
• S. G. Wagner. Extremal trees with respect to Hosoya index and Merrifield-Simmons index. MATCH Commun. Math. Comput. Chem., 57(1), (2007), 221–233.
• S. G. Wagner. Numbers with fixed sum of digits in linear recurrent number systems. Ramanujan J., 14(1), (2007), 43–68.
• S. G. Wagner. On an identity for the cycle indices of rooted tree automorphism groups. Electron. J. Combin., 13(1), (2006), Note 14, 7.
• S. G. Wagner. On the number of decomposable trees. In Fourth Colloquium on Mathematics and Computer Science Algorithms, Trees, Combinatorics and Probabilities, Discrete Math. Theor. Comput. Sci. Proc., AG. Assoc. Discrete Math. Theor. Comput. Sci., Nancy (2006), pp. 301–308.
• S. G. Wagner. On tries, contention trees and their analysis. Ann. Comb., 12(4), (2009), 493–507.
• S. G. Wagner. Waring's problem with restrictions on q-additive functions. Math. Slovaca, 59(3), (2009), 339–348.
• S. G. Wagner, H. Wang, and G. Yu. Molecular graphs and the inverse Wiener index problem. Discrete Appl. Math., 157(7), (2009), 1544–1554.
• M. Widmer. Lipschitz class, Narrow class, and counting lattice points. Proc. Amer. Math. Soc. To appear.
• M. Widmer. On certain infinite extensions of the rationals with Northcott property. Monatsh. Math., 162, (2011), 341–353.
• M. Widmer. On number fields with nontrivial subfields. Int. J. Number Theory, 7, (2011), 341–353.
• M. Widmer. Small generators of function fields. J. Théor. Nombres Bordeaux, 22, (2010), 544–551.
• R. Winkler Hartman sets, functions and sequences - a survey , Advanced Studies in Pure Mathematics 49, 517-543, 2007.
• R. Winkler A little topological counterpart of Birkhoff's ergodic theorem , Uniform Distribution Theory 5, 157-162, 2010.
• R. Winkler Upper semicontinuity of set valued functions and a topological counterpart of Birkhoff's ergodic theorem , preprint.
• A. Winterhof and C.E. van de Woestijne, Exact solutions to Waring's problem for finite fields, Acta Arith. 141 (2010), 171–190.
• M. Zeiner. Convergence properties of the q-deformed binomial distribution. Appl. Anal. Discrete Math., 4(1), (2010), 66–80.
• M. Zeiner. On a family of q-binomial distributions. Submitted.
• V. Ziegler. On Thue equations of splitting type over function fields. Rocky Mountain J., 40, (2010), 723–747.
  
• Y. Zhang Ergodicity of $\mathbf{Z}^2$ extensions of irrational rotations Studia Math. 204 (2011), 235--246
• Y. Zhang Multiplicative Diophantine exponents of hyperplanes and their nondegenerate submanifolds J. Reine Angew. Math. (to appear)