Arthur Komar
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Most Influential Person Now
American physicist
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Physics
Arthur Komar's Degrees
- PhD Physics Stanford University
Why Is Arthur Komar Influential?
(Suggest an Edit or Addition)According to Wikipedia, Arthur Baraway Komar was a theoretical physicist, specializing in general relativity and helping to develop the canonical approach to quantum gravity. Arthur Komar made a significant contribution to physics as an educator, research scientist, and administrator. He had wide interests in numerous other subjects, and his friends knew him as a renaissance man.
Arthur Komar's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Covariant conservation laws in general relativity (1959) (641)
- The coordinate group symmetries of general relativity (1972) (119)
- Poisson Brackets Between Locally Defined Observables in General Relativity (1960) (118)
- Superluminal Behavior, Causality, and Instability (1969) (99)
- Asymptotic Covariant Conservation Laws for Gravitational Radiation (1962) (86)
- Constraint Formalism of Classical Mechanics (1978) (81)
- Construction of a Complete Set of Independent Observables in the General Theory of Relativity (1958) (76)
- Interacting relativistic particles (1978) (73)
- Positive-Definite Energy Density and Global Consequences for General Relativity (1963) (66)
- CONSTRAINTS, HERMITICITY, AND CORRESPONDENCE (1979) (43)
- Spherically Symmetric Gravitational Fields (1965) (40)
- Necessity of Singularities in the Solution of the Field Equations of General Relativity (1956) (40)
- Space-Time Orbits for Interacting Relativistic Particles: Syntactic Versus Semantic Observables (1978) (39)
- UNDECIDABILITY OF MACROSCOPICALLY DISTINGUISHABLE STATES IN QUANTUM FIELD THEORY (1964) (34)
- Consistent factor ordering of general-relativistic constraints (1979) (27)
- THE PHASE SPACE FORMULATION OF GENERAL RELATIVITY AND APPROACHES TOWARD ITS CANONICAL QUANTIZATION (1981) (26)
- INDETERMINATE CHARACTER OF THE REDUCTION OF THE WAVE PACKET IN QUANTUM THEORY (1962) (21)
- Quantized Gravitational Theory and Internal Symmetries (1965) (17)
- Commutators on Characteristic Surfaces (1964) (17)
- GRAVITATIONAL SUPERENERGY AS A GENERATOR OF CANONICAL TRANSFORMATION. (1967) (16)
- The Quantization Program for General Relativity (1970) (14)
- HAMILTON--JACOBI VERSION OF GENERAL RELATIVITY. (1968) (13)
- Enlarged gauge symmetry of gravitation theory (1984) (11)
- Generalized constraint structure for gravitation theory (1983) (11)
- DEGENERATE SCALAR INVARIANTS AND THE GROUPS OF MOTION OF A RIEMANN SPACE. (1955) (10)
- Hamilton-Jacobi Quantization of General Relativity (1967) (10)
- Qualitative features of quantized gravitation (1969) (9)
- General-Relativistic Observables via Hamilton-Jacobi Functionals (1971) (9)
- NEW GENERAL-RELATIVISTIC THIN-SANDWICH THEOREM. (1971) (8)
- Generalization of Weyl’s gauge group (1985) (8)
- Foundations of Special Relativity and the Shape of the Big Dipper (1965) (8)
- General Relativistic Thin‐Sandwich Theorem (1970) (7)
- BOOTSTRAP GRAVITATIONAL GEONS (1965) (7)
- Relativistic action at a distance and quasiseparability (1981) (7)
- New Properties of the Hamilton-Jacobi Functional for General Relativity (1970) (6)
- FOUR-DIMENSIONAL BARYON SPACE AND QUARKS (1964) (6)
- Invariant Mappings and Classically Conserved Quantities (1973) (6)
- Semantic Foundation of the Quantization Program (1971) (4)
- Generators of Coordinate Transformations in the Penrose Formalism of General Relativity (1962) (4)
- Relativistic temperature (1995) (4)
- COMMUTATION RELATIONS AT NULL INFINITY FOR INTERACTING MASSLESS FIELDS. (1971) (4)
- Field theoretic constraint formalism (1985) (3)
- Generalized Weyl‐type gauge geometry (1985) (3)
- Commutator algebra of general-relativistic observables (1974) (3)
- Simplification of the Hamilton-Jacobi functional of general relativity (1970) (3)
- Relativistic equipartition (1996) (2)
- The General Relativistic Quantization Program (1973) (2)
- CONCERNING CANONICAL QUANTIZATION OF GRAVITATION THEORY (1980) (1)
- Conservation ofe/m in general relativity (1971) (1)
- The Physical Reality of the Quantum Wave Function (1999) (1)
- The Hamiltonian in relativistic systems of interacting particles (1982) (1)
- Classical formalisms and quantization (1976) (1)
- General Relativity and Gravitation, 1989: Theories of quantum gravity II (not superstring theory) (1990) (0)
- ANALYTIC CONTINUATION AND GLOBAL THEOREMS IN GENERAL RELATIVITY. (1967) (0)
- For Peter G. Bergmann at seventy (1985) (0)
- Invariant noncanonical mappings of singular theories. II (1975) (0)
- Modified supersymmetries (1978) (0)
- Normal Mode Quantization of Relativistic Scalar Fields in an Einstein Elevator (2002) (0)
- Canonical decomposition of the general relativistic initial value problem (1978) (0)
- The quantitative epistemological content of Bohr's Correspondence Principle (1970) (0)
- Invariant noncanonical mappings of singular theories (1974) (0)
- The Development of Unified Field Theories: Einstein's Unified Field Theory . M. A. Tonnelat. Translated from the French edition (Paris, 1955) by Richard Akerib. Gordon and Breach, New York, 1966. 198 pp., illus. $10. (1967) (0)
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