Speakers:

• Victor Enolskii, National Academy of Sciences of Ukraine - Introduction 

• David Grant, University of Colorado - A Level 1 Genus 2 Jacobi's Derivative Formula and Applications to the Analytic Theory of Genus 2 Curves

• Christian Klein, Institut de Mathématiques de Bourgogne - Algebraic Curves and Riemann Surfaces in Matlab

• Yoshihiro Onishi, University of Yamanashi - Frobenius-Stickelberger-Type Formulae for General Curves

• Christophe Ritzenhalter, IML - Algorithmic Number Theory and the Allied Theory of Theta Functions

• Atsushi Nakayashiki, Kyushu University - On a Deformation of Baker's Addition Theorem

• Victor Enolski, National Academy of Sciences of Ukraine - On the Existence of Non-Abelian Monopoles: the Algebro-Geometric Approach

• Harry Braden, University of Edinburgh - Symmetry, Curves and Monopoles

• Armando Treibich, Universite d'Artois - Systems of Polynomial Equations and Hyperelliptic Tangential Covers

• Yury Fedorov, Politechnic University of Catalonia - Matrix Jacobi-Mumform Systems, Discrete Neumann Systems on Stiefel Varieties and the Addition Law on Prym Varieties

• Jutta Kunz, University of Oldenburg - Monopoles and Monopole-Antimonopole Systems

• Claus Lämmerzahl, University Bremen - Analytic Solutions of the Geodesic Equation in Axially Symmetric Space-Times and Observables

• Betti Hartmann, Jacobs University Bremen - Geodesic Motion in Space-Times Containing Cosmic Strings

• Valeriya Kagramanova, University of Oldenburg - Hyperelliptic Curve of Arbitrary Genus in Geodesic Equations of Higher Dimensional Space-Times

• Dmitry Korotkin, Concordia University - Isomonodromic Tau-Function as Higher Genus Analog of Dedekind Eta-Function

• Emma Previato, Boston University - Subvarieties of Moduli Spaces of Curves

• Matthew England, University of Glasgow - Bases and Addition Formulae Associated with Higher Genus Abelian Functions

• Chris Athorne, University of Glasgow - A Conjecture for Covariant Quadratic Identities in P{ijk} for Hyperelliptic Curves of Arbitrary Genus

• Chris Eilbeck, Heriot-Watt University - Some Computational Challenges in Abelian Function Theory at Genus 3 and 4

• John Gibbons, Imperial College London - Explicit Calculation of Some Reductions of the Benney Equations

• Caroline Kalla, Université de Bourgogne - Quasi-Periodic Solutions of the Davey-Stewartson Equation and the Vector NLS Equation

• Andrew Hone, University of Kent - Sigma Function Solutions of Bilinear Recurrence Relations

• Elena Bunkova, Russian Academy of Sciences - Sigma Functions of Genus 2 and their Applications

• Sergey Shpectorov, University of Birmingham - Parallel Computation of Braid Orbits

• Andrey Mironov, Sobolev Institute of Mathematics - Commuting Ordinary Differential Operators of Rank 2