Birs- 17w5090: Lattice walks at the Interface of Algebra, Analysis and Combinatorics
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Title: Course #1: Some Lessons on Computer Algebra
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Title: Course #2: An introduction to the kernel method
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Title: Course #3: An overview of difference Galois theory
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Title: Course #4: Probabilistic Tools for Lattice Path Enumeration
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Title: Algorithmic Tools for the Asymptotics of Diagonals
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Title: Algorithmic proof for the transcendence of D-finite power series
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Title: Reduction-Based Creative Telescoping for D-Finite Functions
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Title: Lattice Path Enumeration and Analytic Combinatorics in Several Variables
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Title: Diagonals, congruences, and algebraic independence
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Title: S-units and D-finite power series
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Title: Power series with coefficients from a finite set
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Title: Multivariate Algebraic Generating Functions: Asymptotics and Examples
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Title: Winding angles of simple walks on Z^2
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Title: Lattice walks on the half-line
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Title: Positive catalytic and non-catalytic polynomial systems of equations
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Title: Conjectures about central weightings
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Title: Walks, Difference Equations and Elliptic Curves
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Title: On the direct problem in differential Galois theory
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Title: Simple walk in three quarter plane
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Title: Unimodality, Log-concavity, and Stack sorting
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