J. S. Lomont - Concepedia

Author

J. S. Lomont

MIT Lincoln Laboratory

Also Known As

J. S. Lomont, J.S Lomont, J.S. Lomont, John Lomont, John S. Lomont, Lomont, J. S.

Publications

370

Citations

H-Index

Concepts

All Affiliations

MIT Lincoln Laboratory Massachusetts Institute of Technology

About

J. S. Lomont is an author at MIT Lincoln Laboratory specializing in representation theory, physics, and quantum field theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Physics	4	4	118
2	Engineering	2	2	67
3	Natural Sciences	2	2	79
4	Education	1	1	34
5	Quantum Science	1	1	22

J. S. Lomont

Publications

264

Citations

H-Index

Page 1

	Year	Citations
Simple Realizations of the Infinitesimal Generators of the Proper Orthochronous Inhomogeneous Lorentz Group for Mass Zero J. S. Lomont, H. E. Moses Journal of Mathematical Physics Irreducible RepresentationsLie GroupRepresentation TheoryClifford AlgebraInfinitesimal Generators	1962	68
Dirac-Like Wave Equations for Particles of Zero Rest Mass, and Their Quantization J. S. Lomont Physical Review Quantum GroupsEngineeringBasic Algebraic StructureZero Rest MassIntegrable System	1958	45
The Representations of the Inhomogeneous Lorentz Group in Terms of an Angular Momentum Basis J. S. Lomont, H. E. Moses Journal of Mathematical Physics Lie GroupSpin SystemsEducationAngular MomentumGeometric Quantization	1964	34
The Wigner Unitarity-Antiunitarity Theorem J. S. Lomont, Pinchas Mendelson Annals of Mathematics Harmonic SpaceWigner Unitarity-antiunitarity TheoremFunctional Analysis	1963	32
Decomposition of Direct Products of Representations of the Inhomogeneous Lorentz Group J. S. Lomont Journal of Mathematical Physics Lie GroupRepresentation TheoryClifford AlgebraInhomogeneous Lorentz GroupForm γMj	1960	23
Gauge-Independent Quantum Electrodynamics Frederik J. Belinfante, J. S. Lomont Physical Review Quantum ScienceGauge-independent Quantum ElectrodynamicsTransverse Electromagnetic FieldEngineeringPhysics	1951	22
Reduction of Reducible Representations of the Infinitesimal Generators of the Proper, Orthochronous, Inhomogeneous Lorentz Group J. S. Lomont, H. E. Moses Journal of Mathematical Physics Coxeter GroupIrreducible RepresentationsLie GroupRepresentation TheoryPhysics	1967	17
An angular momentum Helmholtz Theorem J. S. Lomont, H. E. Moses Communications on Pure and Applied Mathematics Global AnalysisGeometric Partial Differential EquationHarmonic SpaceFunctional Analysis	1961	12
Representations of the Inhomogeneous Lorentz Group in Terms of an Angular Momentum Basis: Derivation for the Cases of Nonzero Mass and Zero Mass, Discrete Spin J. S. Lomont, H. E. Moses Journal of Mathematical Physics Discrete SpinIrreducible RepresentationsLie GroupRepresentation TheoryClifford Algebra	1964	11

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