In this paper we study algebraic supergroups and their coadjoint orbits as affine algebraic supervarieties. We find an algebraic deformation quantization of them that can be related to the fuzzy spaces of non-commutative geometry
Regularization of quantum field theories (QFT's) can be achieved by quantizing the underlying manifo...
We first review the description of flag manifolds in terms of Pluecker coordinates and coherent stat...
In the framework of algebraic supergeometry, we give a construction of the scheme-theoretic supergeo...
We investigate supergroups with Grassmann parameters replaced by odd Clifford parameters. The connec...
Fuzzy spaces arise as discrete approximations to continuum manifolds. They are usually obtained thro...
We review recent works concerning deformation quantization of abelian supergroups. Indeed, we expose...
Fuzzy spaces are obtained by quantizing adjoint orbits of compact semi-simple Lie groups. Fuzzy sphe...
AbstractWe consider a quantum group interpretation of the non-anticommutative deformations in Euclid...
We study actions of Lie supergroups, in particular, the hitherto elusive notion of orbits through od...
We call an affine algebraic supergroup quasireductive if its underlying algebraic group is reductive...
In this thesis, the theory of supermanifolds and more specifically of Lie supergroups will play a ce...
We study actions of Lie supergroups, in particular, the hitherto elusive notion of orbits through od...
Fuzzy spaces are obtained by quantizing adjoint orbits of compact semi-simple Lie groups. Fuzzy sphe...
This is a review of concepts of noncommutative supergeometry - namely Hilbert superspace, C*-superal...
We present the analytic structures of Noncommutative Supergeometry (NCSG), a new definition of the H...
Regularization of quantum field theories (QFT's) can be achieved by quantizing the underlying manifo...
We first review the description of flag manifolds in terms of Pluecker coordinates and coherent stat...
In the framework of algebraic supergeometry, we give a construction of the scheme-theoretic supergeo...
We investigate supergroups with Grassmann parameters replaced by odd Clifford parameters. The connec...
Fuzzy spaces arise as discrete approximations to continuum manifolds. They are usually obtained thro...
We review recent works concerning deformation quantization of abelian supergroups. Indeed, we expose...
Fuzzy spaces are obtained by quantizing adjoint orbits of compact semi-simple Lie groups. Fuzzy sphe...
AbstractWe consider a quantum group interpretation of the non-anticommutative deformations in Euclid...
We study actions of Lie supergroups, in particular, the hitherto elusive notion of orbits through od...
We call an affine algebraic supergroup quasireductive if its underlying algebraic group is reductive...
In this thesis, the theory of supermanifolds and more specifically of Lie supergroups will play a ce...
We study actions of Lie supergroups, in particular, the hitherto elusive notion of orbits through od...
Fuzzy spaces are obtained by quantizing adjoint orbits of compact semi-simple Lie groups. Fuzzy sphe...
This is a review of concepts of noncommutative supergeometry - namely Hilbert superspace, C*-superal...
We present the analytic structures of Noncommutative Supergeometry (NCSG), a new definition of the H...
Regularization of quantum field theories (QFT's) can be achieved by quantizing the underlying manifo...
We first review the description of flag manifolds in terms of Pluecker coordinates and coherent stat...
In the framework of algebraic supergeometry, we give a construction of the scheme-theoretic supergeo...
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