We discuss the relation between world-sheet symmetries of general four-dimensional superstring theories and the classification of their massless and massive excitations. This follows from the connection between extended superconformal algebras on the world-sheet and extended space-time supersymmetry algebras. In particular we show that the relevant Kac-Moody symmetries are extended to the spectrum symmetries of the supermultiplets of states. This analysis reproduces results for the field theory limit of superstring compactifications
The thesis divides into three parts. The first is devoted to a careful study of very convenient supe...
We explore the possibility of string theories based on a world sheet symmetry that corresponds to an...
We study the relation between the one-loop artition function of supersymmetric four-dimensional hete...
We discuss the relation between world-sheet symmetries of general four-dimensional superstring theor...
We study the relation between extended space-time supersymmetry and extended worldsheet symmetries w...
We study the relation between extended space-time supersymmetry and extended worldsheet symmetries w...
We study the relation between extended space-time supersymmetry and extended worldsheet symmetries w...
We consider superstring theories on pp-wave backgrounds which result in an integrable ${\cal N}=(2,2...
The superstring in D=3,4 and 6 is invariant under an N=D-2 superconformal algebra based on S^{D-3}. ...
We extend the discussion of [1] on massive Regge excitations on the first mass level of four-dimensi...
The superstring in D=3; 4 and 6 is invariant under an N=D\Gamma2 superconformal algebra based on d ...
According to the gauge-string duality conjecture, the spectrum of scaling dimensions of composite ga...
String backgrounds of the form × ℳ where denotes 3-dimensional Minkowski space while ℳ is a 7-dimens...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included in ...
In this thesis we apply the methods of partition functions to massive superstring spectra and the mo...
The thesis divides into three parts. The first is devoted to a careful study of very convenient supe...
We explore the possibility of string theories based on a world sheet symmetry that corresponds to an...
We study the relation between the one-loop artition function of supersymmetric four-dimensional hete...
We discuss the relation between world-sheet symmetries of general four-dimensional superstring theor...
We study the relation between extended space-time supersymmetry and extended worldsheet symmetries w...
We study the relation between extended space-time supersymmetry and extended worldsheet symmetries w...
We study the relation between extended space-time supersymmetry and extended worldsheet symmetries w...
We consider superstring theories on pp-wave backgrounds which result in an integrable ${\cal N}=(2,2...
The superstring in D=3,4 and 6 is invariant under an N=D-2 superconformal algebra based on S^{D-3}. ...
We extend the discussion of [1] on massive Regge excitations on the first mass level of four-dimensi...
The superstring in D=3; 4 and 6 is invariant under an N=D\Gamma2 superconformal algebra based on d ...
According to the gauge-string duality conjecture, the spectrum of scaling dimensions of composite ga...
String backgrounds of the form × ℳ where denotes 3-dimensional Minkowski space while ℳ is a 7-dimens...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included in ...
In this thesis we apply the methods of partition functions to massive superstring spectra and the mo...
The thesis divides into three parts. The first is devoted to a careful study of very convenient supe...
We explore the possibility of string theories based on a world sheet symmetry that corresponds to an...
We study the relation between the one-loop artition function of supersymmetric four-dimensional hete...