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Constraint relativistic quantum dynamics
L. P. Horwitz, F. Rohrlich
Syracuse University
Tel Aviv University
Research output
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Contribution to journal
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Article
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peer-review
84
Scopus citations
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Keyphrases
Cluster Decomposition
50%
First-class Constraints
50%
Hamiltonian Form
50%
Integrability Conditions
50%
Interaction Function
100%
Momentum Dependence
50%
Mutual Interaction
50%
N-dimensional Space
50%
One-point
50%
Particle Dynamics
50%
Point Mass
50%
Potential Energy
50%
Relativistic Particles
50%
Relativistic Potential
50%
Relativistic Quantum Dynamics
100%
Scattering Matrix
50%
Scattering Operator
50%
Schrödinger Equation
50%
Second-order Equation
50%
Separability
50%
Time Parameter
50%
Unitary Operators
50%
Mathematics
Covariant
100%
Dimensional Space
100%
Factorization
100%
Hamiltonian Form
100%
Integrability Condition
100%
Matrix (Mathematics)
100%
Point Mass
100%
Second-Order Equation
100%
Time Parameter
100%
Unitary Operator
100%
Chemistry
Potential Energy
50%
Quantum Dynamics
100%
S Matrix
50%
Physics
Potential Energy
100%
Quantization (Signal Processing)
100%