101 citations · 171 across the 8 of their papers we have counts for
8 papers
Star Products for Relativistic Quantum Mechanics
P. Henselder
The star product formalism has proved to be an alternative formulation for nonrelativistic quantum mechanics. We want introduce here a covariant star product in order to extend the…
Spin Description in the Star Product and the Path Integral Formalism
S. Odendahl, P. Henselder
The spin can be described in the star product formalism by extending the bosonic Moyal product in the fermionic sector. The fermionic star product is then the Clifford product of g…
Deformed Geometric Algebra and Supersymmetric Quantum Mechanics
Peter Henselder
Deforming the algebraic structure of geometric algebra on the phase space with a Moyal product leads naturally to supersymmetric quantum mechanics in the star product formalism.
Geometric Algebra and Star Products on the Phase Space
Peter Henselder
Superanalysis can be deformed with a fermionic star product into a Clifford calculus that is equivalent to geometric algebra. With this multivector formalism it is then possible to…
Star Products and Geometric Algebra
Peter Henselder, Allen C. Hirshfeld, Thomas Spernat
The formalism of geometric algebra can be described as deformed super analysis. The deformation is done with a fermionic star product, that arises from deformation quantization of…
Cliffordization, Spin and Fermionic Star Products
Allen C. Hirshfeld, Peter Henselder, Thomas Spernat
Deformation quantization is a powerful tool for quantizing theories with bosonic and fermionic degrees of freedom. The star products involved generate the mathematical structures w…