Vasilisa Shramchenko

Prix et distinctions

• La Médaille d'or du Gouverneur général. Concordia University. (Distinction).
• Prix de doctorat de la SMC. Société Mathématique du Canada. (Distinction).

Financement

• Subvention. (Obtenu). Candidat principal. Geometrical Structures in Mathematical Physics. Conseil de Recherches en Sciences Naturelles et Génie du Canada (CRSNG). Discovery grants. 100 000 $. (2018-2023)
• Subvention. (Obtenu). Candidat principal. Structures algébriques et géométriques (SAG). Université de Sherbrooke. Programme interne de financement des e?quipes de recherche:. 60 000 $. (2016-2019)
• Subvention. (Obtenu). Candidat principal. Riemann surfaces in geometry and analysis. (2013-2018)
• Subvention. (Terminé). Cocandidat. Algèbres amassées: algèbre, géométrie et physique mathématique. (2013-2016)
• Subvention. (Terminé). Cocandidat. Structures algébriques et géométriques (SAG). (2012-2015)
• Subvention. (Terminé). Candidat principal. Variétés de Frobenius, espaces de Hurwitz et modèles des matrices aléatoires. (2008-2013)
• Subvention. (Terminé). Candidat principal. Algèbres amassées, l'équation de Painlevé VI et les problèmes de Riemann-Hilbert. (2010-2012)
• Subvention. (Terminé). Cocandidat. Structures Algébriques et Géométriques (SAG). (2009-2012)
• Subvention. (Terminé). Candidat principal. Variétés de Frobenius, espaces de Hurwitz et modèles des matrices aléatoires. (2008-2010)

Publications

Articles de revue

• A. Al Ghabra*, K. Gopala Krishna, P. Labelle, V. Shramchenko. (2023). Enumeration of multi-rooted plane trees. Arnold Mathematical Journal (Article accepté).
• V. Dragovic, V. Shramchenko. (2021). Deformations of the Zolotarev polynomials and Painlevé VI equations. Letters in Mathematical Physics 111 (3), 75. (Article publié).
• V. Dragovic, R. Gontsov, V. Shramchenko. (2021). Triangular Schlesinger systems and superelliptic curves. Physica D: Nonlinear Phenomena 424 132947. (Article publié).
• Miguel Cutimanco*, Vasilisa Shramchenko. (2020). Explicit examples of Hurwitz Frobenius manifolds in genus one. Journal of Mathematical Physics 61 013501. (Article publié).
• Vladimir Dragovic, Vasilisa Shramchenko. (2019). Algebro-geometric approach to an Okamoto tranformation, the Painleve VI and Schlesinger equations. Annales Henri Poincaré 20 (4), 1121-1148. (Article soumis).
• K. Gopala Krishna*, Patrick Labelle, Vasilisa Shramchenko. (2018). Enumeration of N-rooted maps using quantum field theory. Nuclear Physics B 936 668-689. (Article publié).
• K. Gopala Krishna*, Patrick Labelle, Vasilisa Shramchenko. (2018). Feynman diagrams, ribbon graphs, and topological recursion of Eynard-Orantin. Journal of High Energy Physics 2018 (6), 162. (Article publié).
• Vladimir Dragovic, Vasilisa Shramchenko. (2017). Note on algebro-geometric solutions to triangular Schlesinger systems. Journal of Nonlinear Mathematical Physics 24 (4), 571-583. (Article publié).
• Alexander Shramchenko, Vasilisa Shramchenko. (2016). A new relationship between block designs. International Journal of Combinatorics (2016), (Article publié).
• I. Assem, R. Schiffler, V. Shramchenko. (2014). Cluster automorphisms and compatibility of cluster variables. Glasgow Mathematical Journal 56 (3), 705-720. (Article publié).
• I. Assem, R. Schiffler, V. Shramchenko. (2012). Cluster automorphisms. Proceedings of the London Mathematical Society 3 (104), 1271-1302. (Article publié).
• H. Khreibani*, V. Shramchenko. (2012). Fuchsian Riemann-Hilbert problem for "real doubles" of Hurwitz Frobenius manifolds. Journal of Mathematical Physics 53 073503. (Article publié).
• D. Korotkin, V. Shramchenko. (2012). On higher genus Weierstrass sigma-function. Physica D: Nonlinear Phenomena 241 (23-24), 2086-2094. (Article publié).
• J. Frauendiener, C. Klein, V. Shramchenko. (2011). Efficient Computation of the Branching Structure of an Algebraic Curve. Computational Methods and Function Theory 11 (2), 527-546. (Article publié).
• D. Korotkin, V. Shramchenko. (2011). Riemann-Hilbert problem for Hurwitz Frobenius manifolds: regular singularities. Journal für die reine und angewandte Mathematik (Crelles Journal) 661 125-187. (Article publié).
• D. Korotkin, V. Shramchenko. (2011). Riemann-Hilbert problems for Hurwitz Frobenius Manifolds. Letters in Mathematical Physics 96 (1-3), 109-121. (Article publié).
• Vasilisa Shramchenko. (2008). Riemann-Hilbert problem associated to Frobenius manifold structures on Hurwitz spaces: irregular singularity. Duke Mathematical Journal vol. 144 (No. 1), 1-52. (Article publié).
• Vasilisa Shramchenko. (2005). "Real doubles" of Hurwitz Frobenius manifolds. Communications in Mathematical Physics vol. 256 635-680. (Article publié).
• Vasilisa Shramchenko. (2005). Deformations of Hurwitz Frobenius structures. International Mathematics Research Notices vol.2005 (No. 6), 339-387. (Article publié).
• Vladimir Dragovic, Vasilisa Shramchenko. (8). Algebro-geometric solutions of the Schlesinger systemsand the Poncelet-type polygons in higher dimensions. International Mathematics Research Notices 2018 (13), 4229-4259. (Article publié).

Autres contributions

Gestion d'évènements

• Co-organizer. (2017) Summer school in Algebraic and Geometric Structures. (Cours).

Activités de collaboration internationale

• Researcher. États-Unis d'Amérique.
• Researcher. Allemagne.
• Researcher. États-Unis d'Amérique. Recherche sur la récurrence topologique d'Eynard-Orantin conjointement avec Motohico Mulase.
• Chercheur. États-Unis d'Amérique. Recherche sur les équations de Painlevé et leur relation au problème de Poncelet, avec Vladimir Dragovic d'Université de Texas à Dallas.

Présentations

• (2017). Mini-course on Algebraic Curves. Summer school in Algebraic and Geometric Structures. Sherbrooke, Canada
• (2017). Topological recursion of Eynard-Orantin and the harmonic oscillator. Workshop ''Geometry of Integrable systems". Trieste, Italie
• (2017). What quantum mechanics knows about moduli spaces of algebraic curves. Colloquium of the department of Mathematical Sciences, University of Texas at Dallas. Dallas, États-Unis d'Amérique
• (2016). Algebro-geometric solutions to Painleve VI and Schlesinger systems. Painleve Equations and Discrete Dynamics. Banff, Canada
• Vladimir Dragovic. (2016). Algebro-geometric solutions to Schlesinger systems I: elliptic case. AMS Western Sectional Meeting, Special Session “Integrable Systems and Soliton Equations”. Denver, États-Unis d'Amérique
• (2016). Poncelet theorem and Painlevé VI. Geometry and Analysis Seminar. Oxford, Royaume-Uni
• (2016). Poncelet theorem and Painlevé VI. Seminar in Algebra, Geometry and Physics, Max-Planck Institute for Mathematics. Bonn, Allemagne
• (2014). Geometry of Painlevé-VI. Workshop on Quantum curves, Hitchin systems, and the Eynard-Orantin theory, American Institute of Mathematics. Palo Alto, États-Unis d'Amérique
• (2014). Hurwitz spaces. Graduate students seminar at University of California, Davis. Davis, États-Unis d'Amérique
• (2014). Poncelet problem and Painlevé-VI. Geometry and Topology seminar at University of California, Davis. Davis, États-Unis d'Amérique
• (2014). Poncelet theorem and Painlevé-VI. Fifth International Conference and School Geometry, Dynamics, Integrable Systems – GDIS 2014: Bicentennial of The Great Poncelet Theorem and Billiard Dynamics". Trieste, Italie
• (2014). Poncelet theorem and Painlevé VI. Winter meeting of the Canadian Mathematical Society. Hamilton, Canada
• (2014). Unistructurality and automorphisms of cluster algebras. Conference on Cluster Algebras in Combinatorics and Topology. Seoul, Corée du Sud
• (2013). Poncelet problem and Painlevé-VI. Hamiltonian PDEs, Froebenius Manifolds and Deligne Mumford Moduli Spaces. Trieste, Italie
• (2012). A generalisation of the Weierstrass sigma-function. Séminaire d'algèbre et de géométrie gradué, Université Laval. Quebec, Canada
• (2012). Cluster Automorphisms. 2012 CMS Summer Meeting, Special Session "Cluster Algebras and Related Topics". Regina, Canada
• (2012). Higher genus Weierstrass sigma-function. 2012 CMS Summer Meeting, Special Session "Complex Geometry and Related Fields". Regina, Canada
• (2012). Higher genus Weierstrass sigma-function. WE-Heraeus Seminar on “Algebro-geometric Methods in Fundamental Physics”. Bad Honnef Physikzentrum, Allemagne
• (2012). Higher genus Weierstrass sigma-function. Joint Mathematics Meeting (MAA and AMS), Special Session "Algebraic and Geometric Aspects of Integrable Systems and Random Matrices". Boston, États-Unis d'Amérique
• (2012). Painlevé equations and elliptic curves. Humboldt Colloquium ``Excellence in Research". Toronto, Canada
• (2011). A generalizaton of the Weierstrass sigma-function. "Painlevé equations and related topics", Euler Mathematical Institute. Saint-Petersburg, Russie, Fédération de
• (2011). Cluster algebras and their symmetries: an introduction. Topics in Topology Seminar, Max Planck Institute for Mathematics. Bonn, Allemagne
• (2011). Hurwitz Frobenius manifolds and cluster algebras. Discrete Differential Geometry Seminar, Technical University of Berlin. Berlin, Allemagne
• (2010). Automorphisms of cluster algebras. "Integrable Systems in Pure and Applied Mathematics, Conference in honour of Boris Dubrovin's 60th birthday". Alghero, Italie
• (2010). Cluster algebras: Introduction and some results. Conference "XXVIII Workshop on Geometric Methods in Physics". Bialowieza, Pologne
• (2010). Hurwitz spaces. Representation Theory Seminar, Northeastern University. Boston, États-Unis d'Amérique
• (2010). Riemann-Hilbert problems associated with Hurwitz spaces. Analysis and Geometry Seminar, Northeastern University. Boston, États-Unis d'Amérique
• (2009). Frobenius manifolds and Riemann-Hilbert problems. XXVIII Workshop on Geometric Methods in Physics. Bialowieza, Pologne
• (2009). Fuchsian Riemann-Hilbert problem associated to Frobenius manifolds. Fall Meeting of Eastern Section of the American Mathematical Society. Pennsylvania State University, États-Unis d'Amérique
• (2009). Fuchsian Riemann-Hilbert problem associated to Frobenius manifolds. Winter Meeting of the Canadian Mathematical Society. Windsor, Canada