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Spatial description of the particle production region in elastic and quasi-elastic processes on the SOμ (2.1) group
A. N. Vall, I. A. Perevalova, O. N. Soldatenko and A. A. Vladimirov
Physics of Particles and Nuclei, 2009, Volume 40, Number 7, Pages 1030-1058
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Mini Review of Poincaré Invariant Quantum Theory
W. N. Polyzou, Ch. Elster, W. Glöckle, J. Golak and Y. Huang, et al.
Few-Body Systems, 2011, Volume 49, Numbers 1-4, Pages 129-147
Book Chapter
S matrix theory of the massive thirring model
B. Berg
Lecture Notes in Physics, 1980, Volume 126, Complex Analysis, Microlocal Calculus and Relativistic Quantum Theory, Pages 316-343
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Unitary representations of lie groups in quantum mechanics
L. O'Raifeartaigh
Lecture Notes in Physics, 1970, Volume 6, Group Representations in Mathematics and Physics, Pages 144-236
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Constraint relativistic canonical particle dynamics
F. Rohrlich
Lecture Notes in Physics, 1982, Volume 162, Relativistic Action at a Distance: Classical and Quantum Aspects, Pages 190-212
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Creation of particles by gravitational field
Ya. B. Zel'dovich
Lecture Notes in Physics, 1979, Volume 109, Physics of the Expanding Universe, Pages 60-80
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Analyticity, unitarity and crossing-symmetry constraints for pion-pion partial wave amplitudes
G. Wanders
Springer Tracts in Modern Physics, 1971, Volume 57, Strong Interaction Physics, Pages 22-40
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Finite Dissipative Quantum Systems
M. Fannes
Lecture Notes in Physics, 2002, Volume 597, Dynamics of Dissipation, Pages 265-281
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The canonical Hamiltonian formalism of interacting quantum fields
Lecture Notes in Mathematics, 1992, Volume 1532, Multiplication of Distributions, Pages 144-157
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Forms of relativistic quantum dynamics
Particles vs. fields
F. Coester
Lecture Notes in Physics, 1982, Volume 162, Relativistic Action at a Distance: Classical and Quantum Aspects, Pages 50-65