Transparencies of some talks given by Christian Krattenthaler

• Was ist Diskrete Mathematik - und wozu?
• Gespiegelt und verkehrt: Zur Kombinatorik von musikalischen Themen
• Musik UND Mathematik? Persönliche Ansichten zu einer schwierigen Beziehung
• Music AND Mathematics? Personal Views of a Difficult Relationship
• Srinivasa Ramanujan: Life and Mathematics Part 1 Part 2
• Identities for fully packed loop configurations and semistandard tableaux (video)
• Proof of some conjectures of Jean-Bernard Zuber on fully packed loop configurations
• Enumeration of rhombus tilings and determinant evaluations Part 1 Part 2
• Exact enumeration of plane partitions and rhombus tilings (video)
• The poset of bipartitions
• Combinatorial determinants Video of a 45 minutes version
• Hypergeometrics in action!
• Some determinants of path generating functions
• Non-crossing partitions for complex reflection groups and cyclic sieving
• A method for determining the mod-2^k behaviour of (certain) recursive sequences
• Combinatorial sequences modulo powers of 3
• Non-crossing partitions for complex reflection groups and cyclic sieving
• Combinatorics of Discrete Lattice Models (video)
• The second life of George Andrews' multidimensional extension of Watson's transformation formula
• A Riccati differential equation and free subgroup numbers for PSL₂(Z) modulo powers of primes
• A (semi-) automatic method for the determination of differentially algebraic integer sequences modulo powers of 2 and 3
• Two applications of useful functions
• A dual of MacMahon's theorem on plane partitions
• Positive m-divisible non-crossing partitions and their cyclic sieving
• Enumeration of standard Young tableaux of shapes of the form ``staircase minus rectangle"
• A factorisation theorem for the number of rhombus tilings of a hexagon with triangular holes
• Non-intersecting lattice paths, classical group characters, and multivariate hypergeometric series
• Truncated versions of a lemma of Dwork and p-divisibility of arithmetic functions
• RSK correspondence, jeu de taquin, and growth diagrams
• A transformation formula for elliptic hypergeometric series: three applications