We construct the quantum curve for the Gromov-Witten theory of the complex projective line
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
The local Gromov-Witten theory of curves is solved by localization and degeneration methods. Localiz...
We construct the quantum curve for the Gromov-Witten theory of the complex projective line
Abstract. We construct the quantum curve for the Gromov-Witten theory of the complex projective line...
Gromov-Witten theory and spectral curve topological recursion are important parts of modern algebrai...
In this article we continue our study of chiral fermions on a quantum curve. This system is embedded...
Various generating functions of simple Hurwitz numbers of the projective line are known to ...
Various generating functions of simple Hurwitz numbers of the projective line are known to ...
Abstract. The generating functions of simple Hurwitz numbers of the projective line are known to sat...
J-holomorphic curves revolutionized the study of symplectic geometry when Gromov first introduced th...
In this article we continue our study of chiral fermions on a quantum curve. This system is embedded...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
The local Gromov-Witten theory of curves is solved by localization and degeneration methods. Localiz...
We construct the quantum curve for the Gromov-Witten theory of the complex projective line
Abstract. We construct the quantum curve for the Gromov-Witten theory of the complex projective line...
Gromov-Witten theory and spectral curve topological recursion are important parts of modern algebrai...
In this article we continue our study of chiral fermions on a quantum curve. This system is embedded...
Various generating functions of simple Hurwitz numbers of the projective line are known to ...
Various generating functions of simple Hurwitz numbers of the projective line are known to ...
Abstract. The generating functions of simple Hurwitz numbers of the projective line are known to sat...
J-holomorphic curves revolutionized the study of symplectic geometry when Gromov first introduced th...
In this article we continue our study of chiral fermions on a quantum curve. This system is embedded...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
We prove that the topological recursion formalism can be used to quantize any generic classical spec...
The local Gromov-Witten theory of curves is solved by localization and degeneration methods. Localiz...
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