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Cliffordization, Spin and Fermionic Star Products
by
Hirshfeld, Allen C
, Henselder, Peter
, Spernat, Thomas
in
Counting
/ Deformation
/ Degrees of freedom
/ Field theory
/ Measurement
/ Oscillators
/ Particle spin
/ Quantum field theory
/ Quantum mechanics
/ Quantum theory
/ Relativism
/ Relativistic effects
/ Relativistic particles
/ Supersymmetry
2004
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Cliffordization, Spin and Fermionic Star Products
by
Hirshfeld, Allen C
, Henselder, Peter
, Spernat, Thomas
in
Counting
/ Deformation
/ Degrees of freedom
/ Field theory
/ Measurement
/ Oscillators
/ Particle spin
/ Quantum field theory
/ Quantum mechanics
/ Quantum theory
/ Relativism
/ Relativistic effects
/ Relativistic particles
/ Supersymmetry
2004
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Do you wish to request the book?
Cliffordization, Spin and Fermionic Star Products
by
Hirshfeld, Allen C
, Henselder, Peter
, Spernat, Thomas
in
Counting
/ Deformation
/ Degrees of freedom
/ Field theory
/ Measurement
/ Oscillators
/ Particle spin
/ Quantum field theory
/ Quantum mechanics
/ Quantum theory
/ Relativism
/ Relativistic effects
/ Relativistic particles
/ Supersymmetry
2004
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Paper
Cliffordization, Spin and Fermionic Star Products
2004
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Overview
Deformation quantization is a powerful tool for quantizing theories with bosonic and fermionic degrees of freedom. The star products involved generate the mathematical structures which have recently been used in attempts to analyze the algebraic properties of quantum field theory. In the context of quantum mechanics they provide a canonical quantization procedure for systems with either bosonic of fermionic degrees of freedom. We illustrate this procedure for a number a physical examples, including bosonic, fermionic and supersymmetric oscillators. We show how non-relativistic and relativistic particles with spin can be naturally described in this framework.
Publisher
Cornell University Library, arXiv.org
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