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Dominique Manchon - Hopf-Algebraic Renormalization of Multiple Zeta Values and their q-analogues
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Combinatorics and Arithmetic for Physics
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- 1 Nicolas Behr - Tracelet Algebras
- 2 Paul André Melliès - Dialogue Games and Logical Proofs in String Diagrams
- 3 Noam Zeilberger - Untyped Linear Lambda Calculus and the Combinatorics of 3-valent Graphs
- 4 Vincent Rivasseau - Constructive Matrix Theory for Hermitian Higher Order Interaction
- 5 Joseph Bengeloun - Quantum Mechanics of Bipartite Ribbon Graphs...
- 6 Darij Grinberg -Quotients of Symmetric Polynomial Rings Deforming theCohomology of the Grassmannian
- 7 Dimitry Gurevich - From Reflection Equation Algebra to Matrix Models
- 8 Stéphane Gaubert - Tropical Convexity, Mean Payoff Games and Nonarchimedean Convex Programming
- 9 Dimitri Grigoryev - On a Tropical Version of the Jacobian Conjecture
- 10 Volker Genz - Maximal Green Sequences for Certain Triangle Products
- 11 Gérard H E Duchamp - Kleene Stars in Shuffle Algebras
- 12 Hoang Ngoc Minh - MRS Factorisations and Applications
- 13 Natalja K Iyudu - Highly Noncommutative Words and Noncommutative Poisson Structures
- 14 Dominique Manchon - Hopf-Algebraic Renormalization of Multiple Zeta Values and their q-analogues
- 15 Richard Kerner - Unifying Colour SU(3) with Z3-Graded Lorentz-Poincaré Algebra
