Supersymmetric Kähler oscillator in a constant magnetic field

Abstract

We propose the notion of the oscillator on Kähler space and consider its supersymmetrization in the presence of a constant magnetic field.

arXiv comment6 pages, no figures, Contribution to the proceedings of the international workshop "Supersymmetry and Quantum Symmetries" SQS03 Dubna, 24-29 July 2003

References in corpus (6)

• Weak supersymmetry
• N=8 superconformal mechanics
• The Quantum Mechanics SUSY Algebra: An Introductory Review
• Quantum Mechanics Model on Kähler conifold
• Finite Number of States, de Sitter Space and Quantum Groups at Roots of Unity
• Constant magnetic field and 2d non-commutative inverted oscillator

Cited by in corpus (11)

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• SU(2|2) supersymmetric mechanics
• Gauged spinning models with deformed supersymmetry
• Long multiplets in supersymmetric mechanics
• Deformed supersymmetric quantum mechanics with spin variables
• SU(2$|$1) supersymmetric mechanics on curved spaces
• Quantum ring models and action-angle variables
• Symmetries of N=4 supersymmetric CP(n) mechanics