Add to ORKGWe discuss the partition function of the SO (8192 ) bosonic string at arbitrary genus. As in the genus-one case, diagrams defined in terms of involutions acting in the same way on the homology basis are weighted by identical multiplicity factors. This property emerges as the basic feature of the SO (8192 ) theory. It corresponds to the picture of this model as a parameter-space orbifold of the closed bosonic string. By factorization we recover amplitudes in the degenerate limit
We study the relation between the one-loop artition function of supersymmetric four-dimensional hete...
Abstract In this note we revisit the homotopy-algebraic structure of oriented bosonic open-closed st...
String theory is a candidate for a unified theory of all forces in nature. String theory is a quantu...
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...
The genus-two bosonic and fermionic string partition functions factorize, in the separating pinching...
Motivated by the recent conjecture of Ooguri, Strominger and Vafa, we compute the semi-canonical par...
We discuss twistings of open strings and corresponding Z2 (target space) orbifold solutions. As for ...
By Using The coupling constant series and cyclic group representation - it is possible to reach new ...
We review the emergence of the ten-dimensional fermionic closed string theories from subspaces of th...
The IIA superstring partition function ZIIA, on a Euclidean AdS(2) x S(2) x CY(3) computes the modif...
We study the relation between the one-loop partition function of supersymmetric four-dimensional het...
This review paper contains a concise introduction to highest weight representations of infinite-dime...
In this thesis we present a novel scheme for calculating the bosonic string partition function on ce...
In this thesis we apply the methods of partition functions to massive superstring spectra and the mo...
We study the relation between the one-loop artition function of supersymmetric four-dimensional hete...
Abstract In this note we revisit the homotopy-algebraic structure of oriented bosonic open-closed st...
String theory is a candidate for a unified theory of all forces in nature. String theory is a quantu...
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...
The genus-two bosonic and fermionic string partition functions factorize, in the separating pinching...
Motivated by the recent conjecture of Ooguri, Strominger and Vafa, we compute the semi-canonical par...
We discuss twistings of open strings and corresponding Z2 (target space) orbifold solutions. As for ...
By Using The coupling constant series and cyclic group representation - it is possible to reach new ...
We review the emergence of the ten-dimensional fermionic closed string theories from subspaces of th...
The IIA superstring partition function ZIIA, on a Euclidean AdS(2) x S(2) x CY(3) computes the modif...
We study the relation between the one-loop partition function of supersymmetric four-dimensional het...
This review paper contains a concise introduction to highest weight representations of infinite-dime...
In this thesis we present a novel scheme for calculating the bosonic string partition function on ce...
In this thesis we apply the methods of partition functions to massive superstring spectra and the mo...
We study the relation between the one-loop artition function of supersymmetric four-dimensional hete...
Abstract In this note we revisit the homotopy-algebraic structure of oriented bosonic open-closed st...
String theory is a candidate for a unified theory of all forces in nature. String theory is a quantu...