We study in detail the structure of the Lorentz covariant, spacetime supersymmetric ll-dimensional supermembrane theory. We show that for a flat spacetime background, the spacetime supersymmetry becomes an N =8 world volume (rigid) supersymmetry in a “physical ” gauge; we also present the field equations and transformation rules in a “lightcone” gauge. We semiclassically quantize the closed torodial supermembrane on a spacetime (Minkowki), x (flu / ‘I-torus), and review some mathematical results that are relevant for path integral quantization. ‘cl 1988 Academic Press, Inc. 1
We study the quantum-mechanical properties of a supermembrane and examine the nature of its ground s...
Abstract We obtain the Hamiltonian formulation of the 11D Supermembrane theory non-trivially compact...
The M2-brane is studied from the perspective of superembeddings. We review the derivation of the M2-...
We study in detail the structure of the Lorentz covariant, spacetime supersymmetric 11-dimensional s...
We study in detail the structure of the Lorentz covariant, spacetime supersymmetric 11-dimensional s...
We study in detail the structure of the Lorentz covariant, spacetime supersymmetric 11-dimensional s...
The eleven-dimensional supermembrane exhibits a local world-volume Siegel symmetry provided the spac...
The supersymmetry algebra for supermembranes, quantized in the light-cone gauge, exhibits central ch...
The geometry of N=1 supersymmetric double field theory is revisited in superspace. In order to maint...
We study the quantum-mechanical properties of a supermembranc and examine the nature of its ground ...
We give a description of supermembranes in nontrivial target-space geometries. A special class are t...
We focus on a nonlinear supersymmetry (NL SUSY) in curved spacetime introduced in the superon-gravit...
We develop a formalism to construct supersymmetric backgrounds within the superspace formulation for...
We study the quantum-mechanical properties of a supermembrane and examine the nature of its ground s...
We study the quantum-mechanical properties of a supermembrane and examine the nature of its ground s...
We study the quantum-mechanical properties of a supermembrane and examine the nature of its ground s...
Abstract We obtain the Hamiltonian formulation of the 11D Supermembrane theory non-trivially compact...
The M2-brane is studied from the perspective of superembeddings. We review the derivation of the M2-...
We study in detail the structure of the Lorentz covariant, spacetime supersymmetric 11-dimensional s...
We study in detail the structure of the Lorentz covariant, spacetime supersymmetric 11-dimensional s...
We study in detail the structure of the Lorentz covariant, spacetime supersymmetric 11-dimensional s...
The eleven-dimensional supermembrane exhibits a local world-volume Siegel symmetry provided the spac...
The supersymmetry algebra for supermembranes, quantized in the light-cone gauge, exhibits central ch...
The geometry of N=1 supersymmetric double field theory is revisited in superspace. In order to maint...
We study the quantum-mechanical properties of a supermembranc and examine the nature of its ground ...
We give a description of supermembranes in nontrivial target-space geometries. A special class are t...
We focus on a nonlinear supersymmetry (NL SUSY) in curved spacetime introduced in the superon-gravit...
We develop a formalism to construct supersymmetric backgrounds within the superspace formulation for...
We study the quantum-mechanical properties of a supermembrane and examine the nature of its ground s...
We study the quantum-mechanical properties of a supermembrane and examine the nature of its ground s...
We study the quantum-mechanical properties of a supermembrane and examine the nature of its ground s...
Abstract We obtain the Hamiltonian formulation of the 11D Supermembrane theory non-trivially compact...
The M2-brane is studied from the perspective of superembeddings. We review the derivation of the M2-...