In this paper we outline the foundations of Homological Mirror Symmetry for manifolds of general type. Both Physics and Categorical prospectives are considered
AbstractThis paper explores homological mirror symmetry for weighted blowups of toric varietes. It w...
This paper, mainly intended for a mathematical audience, is an introduction to homological mirror sy...
In this talk we will describe progress towards a generalization of mirror symmetry pertinent for het...
In this paper we outline the foundations of Homological Mirror Symmetry for manifolds of general typ...
The phenomenon of mirror symmetry was first evidenced in the early 1990s as a remarkable corresponde...
Mirror symmetry is a correspondence between symplectic and complex geometry developed to understand ...
We study mirror symmetry via Fourier-Mukai-type transformations, which we call SYZ mirror transforma...
We investigate a potential relationship between mirror symmetry for Calabi-Yau manifolds and the mir...
To the cherished memory of our unforgettable teacher V.A. Iskovskikh Abstract—We discuss an approach...
Motivated by observations in physics, mirror symmetry is the concept that certain manifolds come in...
We present a new construction of “mirror pairs” of Calabi-Yau manifolds. On one side of the mirror ...
Motivated by observations in physics, mirror symmetry is the concept that certain manifolds come in...
This paper, mainly intended for a mathematical audience, is an introduction to homological mirror sy...
This paper, mainly intended for a mathematical audience, is an introduction to homological mirror sy...
This thesis consists of two parts, each of which can be read independently. The first part is about ...
AbstractThis paper explores homological mirror symmetry for weighted blowups of toric varietes. It w...
This paper, mainly intended for a mathematical audience, is an introduction to homological mirror sy...
In this talk we will describe progress towards a generalization of mirror symmetry pertinent for het...
In this paper we outline the foundations of Homological Mirror Symmetry for manifolds of general typ...
The phenomenon of mirror symmetry was first evidenced in the early 1990s as a remarkable corresponde...
Mirror symmetry is a correspondence between symplectic and complex geometry developed to understand ...
We study mirror symmetry via Fourier-Mukai-type transformations, which we call SYZ mirror transforma...
We investigate a potential relationship between mirror symmetry for Calabi-Yau manifolds and the mir...
To the cherished memory of our unforgettable teacher V.A. Iskovskikh Abstract—We discuss an approach...
Motivated by observations in physics, mirror symmetry is the concept that certain manifolds come in...
We present a new construction of “mirror pairs” of Calabi-Yau manifolds. On one side of the mirror ...
Motivated by observations in physics, mirror symmetry is the concept that certain manifolds come in...
This paper, mainly intended for a mathematical audience, is an introduction to homological mirror sy...
This paper, mainly intended for a mathematical audience, is an introduction to homological mirror sy...
This thesis consists of two parts, each of which can be read independently. The first part is about ...
AbstractThis paper explores homological mirror symmetry for weighted blowups of toric varietes. It w...
This paper, mainly intended for a mathematical audience, is an introduction to homological mirror sy...
In this talk we will describe progress towards a generalization of mirror symmetry pertinent for het...
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