Add to ORKGWe explain how to calculate the Fukaya category of the Milnor fiber of a Berglund-H\"ubsch invertible polynomial, mostly proving a conjecture of Yank{\i} Lekili and Kazushi Ueda on homological mirror symmetry. As usual, we begin by calculating the "very affine" Fukaya category; afterwards, we deform it, generalizing an earlier calculation of David Nadler. The main step of our calculation may be understood as determining a certain canonical extension of a perverse schober.Comment: v2: Paper restructured, with revisions throughou
In this paper we establish a version of homological mirror symmetry for punctured Riemann surfaces. ...
We discuss D-branes of the topological A-model (A-branes), which are believed to be closely related ...
AbstractThis paper is devoted to homological mirror symmetry conjecture for curves of higher genus. ...
In this paper, we give a proof of homological mirror symmetry for two variable invertible polynomia...
Given a two-variable invertible polynomial, we show that its category of maximally-graded matrix fac...
For a weighted homogeneous polynomial and a choice of a diagonal symmetry group, we define a new Fuk...
In this note, we establish homological Berglund--H\"ubsch mirror symmetry for curve singularities wh...
The SYZ approach to mirror symmetry for log Calabi-Yau manifolds starts from a Lagrangian torus fibr...
In this paper, we establish homological mirror symmetry where the A-model is a finite quotient of th...
We prove conjectures of Auroux stating that homological mirror symmetry for very affine hypersurface...
Given a two-variable invertible polynomial, we show that its category of maximally-graded matrix fac...
We survey the approach to mirror symmetry via Laurent polynomials, outlining some of the main conjec...
In this paper we establish a version of homological mirror symmetry for punctured Riemann surfaces. ...
In this paper we establish a version of homological mirror symmetry for punctured Riemann surfaces....
Given a ribbon graph Γ with some extra structure, we define, using constructible sheaves, a dg categ...
In this paper we establish a version of homological mirror symmetry for punctured Riemann surfaces. ...
We discuss D-branes of the topological A-model (A-branes), which are believed to be closely related ...
AbstractThis paper is devoted to homological mirror symmetry conjecture for curves of higher genus. ...
In this paper, we give a proof of homological mirror symmetry for two variable invertible polynomia...
Given a two-variable invertible polynomial, we show that its category of maximally-graded matrix fac...
For a weighted homogeneous polynomial and a choice of a diagonal symmetry group, we define a new Fuk...
In this note, we establish homological Berglund--H\"ubsch mirror symmetry for curve singularities wh...
The SYZ approach to mirror symmetry for log Calabi-Yau manifolds starts from a Lagrangian torus fibr...
In this paper, we establish homological mirror symmetry where the A-model is a finite quotient of th...
We prove conjectures of Auroux stating that homological mirror symmetry for very affine hypersurface...
Given a two-variable invertible polynomial, we show that its category of maximally-graded matrix fac...
We survey the approach to mirror symmetry via Laurent polynomials, outlining some of the main conjec...
In this paper we establish a version of homological mirror symmetry for punctured Riemann surfaces. ...
In this paper we establish a version of homological mirror symmetry for punctured Riemann surfaces....
Given a ribbon graph Γ with some extra structure, we define, using constructible sheaves, a dg categ...
In this paper we establish a version of homological mirror symmetry for punctured Riemann surfaces. ...
We discuss D-branes of the topological A-model (A-branes), which are believed to be closely related ...
AbstractThis paper is devoted to homological mirror symmetry conjecture for curves of higher genus. ...