Quantum cohomology, proposed by Witten's study [16] of two dimensional non-linear sigma models, plays a fundamental role in understanding the phenomenon of mirror symmetry for Calabi-Yau manifolds. This phenomenon was rst observed by physicists motivated by topological eld theory. A topological eld theory start
International audienceWe consider mirror symmetry (A-side vs B-side, namely singularity side) in the...
We first describe a mirror partner (B-model) of the small quantum orbifold cohomology of weighted pr...
This chapter is devoted to a discussion of Gromov-Witten-Welschinger (GWW) classes and their applica...
This volume is an updated edition of ""Essays on Mirror Manifolds"", the first book of papers publis...
In this talk we will describe progress towards a generalization of mirror symmetry pertinent for het...
Mirror symmetry is a correspondence between symplectic and complex geometry developed to understand ...
This is the English translation of Professor Voisin's book reflecting the discovery of the mirror sy...
80 pages. Typos and some mistakes corrected. Exposition improved in section 9. References updated an...
We study mirror symmetry via Fourier-Mukai-type transformations, which we call SYZ mirror transforma...
Outlined here is a description of equivariance in the world of 2-dimensional extended topological qu...
Outlined here is a description of equivariance in the world of 2-dimensional extended topological qu...
33 pages, Supersedes the paper arXiv:0806.2011, v2: minor correctionsInternational audienceWe first ...
AbstractIn the previous paper [Hiroshi Iritani, Quantum D-modules and equivariant Floer theory for f...
The recent classification of Landau--Ginzburg potentials and their abelian symmetries focuses attent...
International audienceWe consider mirror symmetry (A-side vs B-side, namely singularity side) in the...
International audienceWe consider mirror symmetry (A-side vs B-side, namely singularity side) in the...
We first describe a mirror partner (B-model) of the small quantum orbifold cohomology of weighted pr...
This chapter is devoted to a discussion of Gromov-Witten-Welschinger (GWW) classes and their applica...
This volume is an updated edition of ""Essays on Mirror Manifolds"", the first book of papers publis...
In this talk we will describe progress towards a generalization of mirror symmetry pertinent for het...
Mirror symmetry is a correspondence between symplectic and complex geometry developed to understand ...
This is the English translation of Professor Voisin's book reflecting the discovery of the mirror sy...
80 pages. Typos and some mistakes corrected. Exposition improved in section 9. References updated an...
We study mirror symmetry via Fourier-Mukai-type transformations, which we call SYZ mirror transforma...
Outlined here is a description of equivariance in the world of 2-dimensional extended topological qu...
Outlined here is a description of equivariance in the world of 2-dimensional extended topological qu...
33 pages, Supersedes the paper arXiv:0806.2011, v2: minor correctionsInternational audienceWe first ...
AbstractIn the previous paper [Hiroshi Iritani, Quantum D-modules and equivariant Floer theory for f...
The recent classification of Landau--Ginzburg potentials and their abelian symmetries focuses attent...
International audienceWe consider mirror symmetry (A-side vs B-side, namely singularity side) in the...
International audienceWe consider mirror symmetry (A-side vs B-side, namely singularity side) in the...
We first describe a mirror partner (B-model) of the small quantum orbifold cohomology of weighted pr...
This chapter is devoted to a discussion of Gromov-Witten-Welschinger (GWW) classes and their applica...