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Integrable quantum hydrodynamics in two-dimensional phase space
E. Bettelheim
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Corresponding author for this work
Racah Institute of Physics
Research output
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Article
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peer-review
2
Scopus citations
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Dive into the research topics of 'Integrable quantum hydrodynamics in two-dimensional phase space'. Together they form a unique fingerprint.
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Mathematics
Quantum Hydrodynamics
100%
Phase Space
57%
Symmetry
42%
Hydrodynamics
41%
One-dimensional System
24%
Liquid
19%
Point Vortex
13%
Conserved Quantity
12%
Algebra
11%
Quantum Systems
11%
Quantization
9%
Diffeomorphism
9%
Two Dimensions
9%
Euler
8%
Demonstrate
6%
Model
3%
Physics & Astronomy
hydrodynamics
46%
symmetry
35%
algebra
19%
liquids
10%
preserving
10%
vortices
7%
Engineering & Materials Science
Hydrodynamics
52%
Algebra
25%
Liquids
16%
Vortex flow
10%