The genus-two bosonic and fermionic string partition functions factorize, in the separating pinching limit, into genus-one partition functions after integrating out the supermoduli with super-Beltrami support on the puncture points in the fermionic and heterotic case
In the genus expansion of the HOMFLY polynomials their representation dependence is naturally captur...
The heterotic string free fermionic formulation produced a large class of three generation models, w...
In the genus expansion of the HOMFLY polynomials their representation dependence is naturally captur...
The genus-two bosonic and fermionic string partition functions factorize, in the separating pinching...
We discuss the partition function of the SO (8192 ) bosonic string at arbitrary genus. As in the gen...
We discuss the partition function of the SO (8192 ) bosonic string at arbitrary genus. As in the gen...
Abstract: We define the partition and n-point correlation functions for a vertex operator superalgeb...
We define the partition and $n$-point correlation functions for a vertex operator superalgebra on a ...
We define the partition and n-point correlation functions for a vertex operator superalgebra on a ge...
We construct the genus two (or two loop) partition function for meromorphic bosonic conformal field ...
The IIA superstring partition function ZIIA, on a Euclidean AdS(2) x S(2) x CY(3) computes the modif...
A deformation of the N=2 topological string partition function is analyzed by considering higher dim...
We define and compute the continuous orbifold partition function and a generating function for all n...
We study the Polyakov path integral for the closed N = 2 fermionic string on a genus 1 worldsheet. T...
We continue our investigation of the modular graph functions and string invariants that arise at gen...
In the genus expansion of the HOMFLY polynomials their representation dependence is naturally captur...
The heterotic string free fermionic formulation produced a large class of three generation models, w...
In the genus expansion of the HOMFLY polynomials their representation dependence is naturally captur...
The genus-two bosonic and fermionic string partition functions factorize, in the separating pinching...
We discuss the partition function of the SO (8192 ) bosonic string at arbitrary genus. As in the gen...
We discuss the partition function of the SO (8192 ) bosonic string at arbitrary genus. As in the gen...
Abstract: We define the partition and n-point correlation functions for a vertex operator superalgeb...
We define the partition and $n$-point correlation functions for a vertex operator superalgebra on a ...
We define the partition and n-point correlation functions for a vertex operator superalgebra on a ge...
We construct the genus two (or two loop) partition function for meromorphic bosonic conformal field ...
The IIA superstring partition function ZIIA, on a Euclidean AdS(2) x S(2) x CY(3) computes the modif...
A deformation of the N=2 topological string partition function is analyzed by considering higher dim...
We define and compute the continuous orbifold partition function and a generating function for all n...
We study the Polyakov path integral for the closed N = 2 fermionic string on a genus 1 worldsheet. T...
We continue our investigation of the modular graph functions and string invariants that arise at gen...
In the genus expansion of the HOMFLY polynomials their representation dependence is naturally captur...
The heterotic string free fermionic formulation produced a large class of three generation models, w...
In the genus expansion of the HOMFLY polynomials their representation dependence is naturally captur...
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