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Quantum stereographic projection and the homographic oscillator
T. Hakioğlu
, M. Arik
Bilkent University
Bogazici University
Research output
:
Contribution to journal
›
Article
›
peer-review
4
Citations (Scopus)
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Keyphrases
SU(2)
100%
Homographic
100%
Stereographic Projection
100%
Deformation Parameters
50%
Quartic
50%
Law
50%
Jordan
50%
Co-products
50%
Large Classes
50%
Oscillator Algebra
50%
Invertibility
50%
Quantum Deformations
50%
Deformed Oscillators
50%
Harmonic Oscillator
50%
Geometric Interpretation
50%
Stokes Parameters
50%
Deformed Algebra
50%
Central Invariant
50%
Physical Applications
50%
Mathematics
Stereographic Projection
100%
Oscillator Algebra
50%
Invertibility
50%
Parameter Deformation
50%
Coproduct
50%
Geometric Interpretation
50%
Harmonic Oscillator
50%
Computer Science
Geometric Interpretation
100%
Homographic
100%
Invariant
100%
Engineering
Stereographic Projection
100%
Oscillator
100%
Stokes Parameter
25%
Invertibility
25%
Harmonics
25%
Earth and Planetary Sciences
Stereographic Projection
100%
Harmonic Oscillator
50%
Physics
Harmonic Oscillator
100%