Jerzy Plebański | Academic Influence

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Jerzy Plebański

Physics

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Physics

Jerzy Plebański's Degrees

PhD Physics University of Warsaw

Why Is Jerzy Plebański Influential?

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According to Wikipedia, Jerzy Franciszek Plebański was a Polish theoretical physicist best known for his extensive research into general relativity and supergravity. Biography In 1954, Plebański received his Ph.D. under the direction of Wojciech Rubinowicz at the University of Warsaw. He then went to work at the newly founded Institute of Theoretical Physics of the University of Warsaw. A specialist in the field of general relativity and mathematical physics, his first book with co-author Leopold Infeld was on the problem of motion in general relativity. He was Vice-Dean of the Faculty of Mathematics and Physics at the University of Warsaw from 1958 to 1962.

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Jerzy Plebański'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

Rotating, charged, and uniformly accelerating mass in general relativity (1976) (588)
On the separation of Einsteinian substructures (1977) (457)
Some solutions of complex Einstein equations (1975) (422)
Electromagnetic Waves in Gravitational Fields (1960) (273)
An Introduction to General Relativity and Cosmology: List of figures (2006) (191)
Motion and relativity (1960) (170)
An Introduction to General Relativity and Cosmology (2006) (151)
A class of solutions of Einstein-Maxwell equations (1975) (146)
Duality rotations and type D solutions to Einstein equations with nonlinear electromagnetic sources (1987) (121)
Explicit solution of the continuous Baker-Campbell-Hausdorff problem and a new expression for the phase operator (1969) (98)
Conformal extensions of the Galilei group and their relation to the Schrödinger group (1978) (97)
Combinatorial approach to Baker-Campbell-Hausdorff exponents (1970) (93)
Type-D solutions of the Einstein and Born-Infeld nonlinear-electrodynamics equations (1984) (91)
Theory of gravitational perturbations in the fast motion approximation (1960) (87)
Null geodesic surfaces and Goldberg–Sachs theorem in complex Riemannian spaces (1975) (84)
TETRAD FIELDS AND GRAVITATIONAL FIELDS (1963) (82)
All nontwisting N’s with cosmological constant (1981) (76)
Left-degenerate vacuum metrics. [Space-time, Weyl tensor, algebraic degeneracy] (1976) (70)
An infinite hierarchy of conservation laws and nonlinear superposition principles for self‐dual Einstein spaces (1985) (70)
Further heavenly metrics and their symmetries (1976) (65)
The classification of all H spaces admitting a Killing vector (1979) (61)
The intrinsic spinorial structure of hyperheavens (1976) (60)
Signals and Discontinuities in General Relativistic Nonlinear Electrodynamics (1981) (59)
COMPLEX GENERAL RELATIVITY, H AND HH SPACES: A SURVEY OF ONE APPROACH (1979) (57)
The Lagrangian of a self-dual gravitational field as a limit of the SDYM Lagrangian (1996) (54)
Quantum Mechanics in Non‐inertial Frames of Reference (1977) (50)
Some exceptional electrovac type D metrics with cosmological constant (1979) (48)
Einstein Tensor and Spherical Symmetry (1968) (42)
Heavens and their integral manifolds (1977) (41)
Wave Functions of a Harmonic Oscillator (1956) (35)
Symmetries of the nontwisting type‐N solutions with cosmological constant (1983) (35)
Complex relativity and double KS metrics (1976) (32)
FROM PRINCIPAL CHIRAL MODEL TO SELF-DUAL GRAVITY (1995) (30)
Lectures on non-linear electrodynamics : an extended version of lectures given (1970) (27)
Deformation Quantization of Classical Fields (1999) (27)
THE ALGEBRAIC STRUCTURE OF THE TENSOR OF MATTER (1964) (26)
GEOMETRY ASSOCIATED WITH SELF-DUAL YANG-MILLS AND THE CHIRAL MODEL APPROACHES TO SELF-DUAL GRAVITY (1997) (22)
All algebraically degenerate H spaces, via HH spaces (1981) (22)
On the Weyl-Wigner-Moyal description of SU (∞) Nahm equations (1996) (22)
The optics of null strings (1984) (22)
Deformation Quantization of Bosonic Strings (2000) (21)
Spinorial structures and electromagnetic hyperheavens (1977) (20)
CHAPTER VI – MOTION AND RADIATION (1960) (20)
Killing vectors in plane HH spaces (1978) (20)
n-Dimensional complex riemann-einstein spaces with O(n−1, C) as the symmetry group (1980) (20)
Some basic properties of Killing spinors (1976) (20)
The Complex Vacuum Metric with Minimally Degenerated Conformal Curvature (1977) (19)
Signals in nonlinear electrodynamics invariant under duality rotations (1989) (18)
D-branes on group manifolds and deformation quantization (1999) (18)
Null tetrad, spinor and helicity formalisms for all-4 4-dimensional Riemannian manifolds. I: Null tetrads and spinors (1988) (16)
HH spaces with an algebraically degenerate right side (1982) (15)
LINEAR SUPERPOSITION OF TWO TYPE-N NONLINEAR GRAVITONS (1998) (14)
The nondiverging and nontwisting type D electrovac solutions with λ (1979) (13)
An Introduction to General Relativity and Cosmology: References (2006) (13)
The generalized Moyal–Nahm and continuous Moyal–Toda equations (1997) (13)
Third-order ODEs for twisting type-N vacuum solutions (1994) (13)
Killing structures and complex E-potentials (1977) (12)
Further remarks on the chiral model approach to self-dual gravity (1995) (12)
Seven parametric type-D solutions of einstein-maxwell equations in the basic left-degenerate representation (1977) (12)
Classical particles with spin. I. The WKBJ approximation (1977) (11)
Duality transformations in electrodynamics (1994) (11)
An exceptional type D shearing twisting electrovac with λ (1982) (10)
Axisymmetric stationary solutions as harmonic maps (1994) (10)
Some exact solutions of the Einstein field equations in terms of the self‐dual spin connection (1993) (10)
Solutions of type D possessing a group with null orbits as contractions of the seven‐parameter solution (1982) (10)
Symmetries of the Dirac equation (1984) (10)
Notes on a cross product of vectors (1988) (9)
Null strings and complex Einstein-Maxwell fields with cosmological constant (1977) (8)
TYPE‐D METRICS (1975) (8)
Generalizations of the quaternion algebra and Lie algebras (1988) (8)
Electromagnetic and gravitational Hertz potentials (1978) (8)
From self-dual Yang-Mills fields to self-dual gravity (1994) (8)
Two‐sided conformally recurrent four‐dimensional Riemannian manifolds (1989) (8)
Some simple type D solutions to the Einstein equations with sources (1985) (8)
Deformation quantization of geometric quantum mechanics (2001) (8)
Real Einstein Spaces Constructed via Linear Superposition of Complex Gravitational Fields (1995) (7)
Induced Symplectic Connection on the Phase Space (2001) (7)
Comments on twisting type N vacuum equations (1991) (6)
The Cauchy-Kovalevski form for the second heavenly equation (1993) (6)
Partial isometries and quotient structures in Hilbert spaces (1980) (6)
The algebra generated by Hodge’s star and external differential (1979) (6)
On linear unitary transformations of two canonical variables (1989) (6)
Evolution hyperheavenly equations (1994) (5)
The Geometry of Deformation Quantization and Self-Dual Gravity (1997) (5)
A q deformed version of the heavenly equations (1994) (5)
Integrability of SDYM Equations for the Moyal Bracket Lie Algebra (2002) (5)
Electrodynamics without potentials (1954) (5)
Hermite-Einstein four-dimensional manifolds with symmetry (1998) (5)
The Moyal deformation of the second heavenly equation (1995) (5)
Conformally self-dual spaces and Maxwell's equations (1984) (5)
Group of diagonal empty space-times (1980) (4)
General relativity and g - structures . I general theory and algebraically degenerate spaces (1978) (4)
Deformations of algebraic types of the energy‐momentum tensor (1991) (4)
A note on the iterative approach to twisting type N solutions (1998) (3)
Grassmann-Cartan algebra and Klein-Gordon equations (1984) (3)
ON THE REDUCED SU(N) GAUGE THEORY IN THE WEYL–WIGNER–MOYAL FORMALISM (1996) (3)
All non-twisting Ns with cosmological constant. (1980) (3)
Wronskians, geometry, and some general solutions to the nonlinear Liouville‐like PDE’s (1988) (3)
ExceptionalD-type solutions to Einstein's equations with nonlinear electromagnetic sources and λ (1986) (3)
Multiexponent Weyl metrics (1982) (3)
A Hopf algebra structure in self-dual gravity (1994) (3)
A New Version of the Heavenly Equation (1999) (3)
Coordinate Conditions (3)
Symmetric tensors and the trace operator (1970) (2)
On certain twisting type-N solutions of Einstein equations with pure radiation energy-momentum tensor and nonvanishing shear (2002) (2)
D (1,0) Killing structures and E potentials (1977) (2)
The n-dimensional classical kepler's problem (1990) (2)
On Self-dual Gravity Structures on Ground Ring Manifolds in Two-Dimensional String Theory (1994) (2)
A remark on the theory of fermions with higher order derivatives (1960) (2)
On Vacuum Twisting Type-N Again (2003) (2)
Filtering Antennas and Filter-Valve Circuits (1)
21 1 v 1 2 4 Ju l 2 00 1 Deformation Quantization of sdiff ( Σ 2 ) SDYM Equation (2008) (1)
Some type III solutions of the Einstein-Maxwell equations (1975) (1)
An Introduction to General Relativity and Cosmology: Parallel transport and geodesic lines (2006) (1)
COMPLEX SPACE-TIMES WITH NULL STRINGS (1977) (1)
A few properties of a certain class of degenerate space-times (1977) (1)
An Introduction to General Relativity and Cosmology: Methods to calculate the curvature quickly – Cartan forms and algebraic computer programs (2006) (1)
Weyl-Underhill-Emmrich quantization and the Stratonovich-Weyl quantizer (2002) (1)
A Note on the String Action Derivation From Reduced SU(N) Gauge Theory Via Weyl-Wigner-Moyal Formalism (1996) (1)
Metric and ricci tensors for a certain class of space-times ofD type (1977) (1)
Conformal curvature and spherical symmetry (1993) (1)
Congruences of totally geodesic surfaces (1989) (1)
CONFORMAL GEODESIC DEVIATIONS. PART I (1965) (1)
Properties of a solution of the Einstein equations with the cosmological constant. (1977) (1)
Deformation Quantization of sdiff($\Sigma_{2}$) SDYM Equation (2001) (1)
An Introduction to General Relativity and Cosmology: The spatially homogeneous Bianchi type spacetimes (2006) (0)
A ug 2 00 0 Matrix representation of the generalized Moyal algebra (2000) (0)
Complex general relativity, eta and eta eta spaces - A survey (1978) (0)
An Introduction to General Relativity and Cosmology: Covariant derivatives (2006) (0)
THE $sub 4$VECTORIAL$sub 4$ OPTICS OF FIELDS WITH ARBITRARY SPIN, REST-MASS ZERO (1965) (0)
An Introduction to General Relativity and Cosmology: The scope of this text (2006) (0)
An Introduction to General Relativity and Cosmology: Relativistic cosmology IV: generalisations of L–T and related geometries (2006) (0)
1 How the theory of relativity came into being ( a brief (2006) (0)
Relativistic cosmology II: the Robertson–Walker geometry (2006) (0)
An Introduction to General Relativity and Cosmology: The Kerr solution (2006) (0)
An Introduction to General Relativity and Cosmology: Spherically symmetric gravitational fields of isolated objects (2006) (0)
CHAPTER III – THE NEWTONIAN AND POST-NEWTONIAN APPROXIMATION (1960) (0)
An Introduction to General Relativity and Cosmology: Tensors, tensor densities (2006) (0)
An Introduction to General Relativity and Cosmology: * The Petrov classification by the spinor method (2006) (0)
An Introduction to General Relativity and Cosmology: How the theory of relativity came into being (a brief historical sketch) (2006) (0)
A class of type D metrics (1990) (0)
An Introduction to General Relativity and Cosmology: Relativistic cosmology I: general geometry (2006) (0)
Differential Forms, Hopf Algebra and General Relativity I (1997) (0)
An Introduction to General Relativity and Cosmology: The Einstein equations and the sources of a gravitational field (2006) (0)
Matrix representation of the generalized Moyal algebra (2000) (0)
On the absence of the Painlevé property in Petrov type III Robinson–Trautman solutions (1993) (0)
LORENTZ EQUATIONS IN SPINORIAL FORM. (1967) (0)
An Introduction to General Relativity and Cosmology: Symmetries of Riemann spaces, invariance of tensors (2006) (0)
An Introduction to General Relativity and Cosmology: Relativistic cosmology III: the Lemaître–Tolman geometry (2006) (0)
CHAPTER IV – THE VARIATIONAL PRINCIPLE AND THE EQUATIONS OF MOTION OF THE THIRD KIND (1960) (0)
An Introduction to General Relativity and Cosmology: The Maxwell and Einstein–Maxwell equations and the Kaluza–Klein theory (2006) (0)
Some type-G solution of electrovac equations (1980) (0)
An Introduction to General Relativity and Cosmology: Relativistic hydrodynamics and thermodynamics (2006) (0)
Duality rotations and type D solutions of Einstein-Born-Infeld theory (1986) (0)
Metric and Ricci tensors for a certain class of space-times ofD type (1977) (0)
An Introduction to General Relativity and Cosmology: The curvature of a manifold; flat manifolds (2006) (0)
Some results concerned with real and complex Einstein dynamics (1979) (0)
THE APPROXIMATION METHOD AND THE EQUATIONS OF MOTION (1960) (0)
A few properties of a certain class of degenerate space-times (1977) (0)
An Introduction to General Relativity and Cosmology: Riemannian geometry (2006) (0)
Classification of uniform cosmological models; I Forms and Riemannian geometry; II On relativistic perfect fluids (1972) (0)
An Introduction to General Relativity and Cosmology: A short sketch of 2-dimensional differential geometry (2006) (0)
CHAPTER I – GRAVITATIONAL INTERACTION AND THE GENERAL THEORY OF MOTION (1960) (0)
On Rainich-Misner-Wheeler Conditions in Nonlinear Electrodynamics (1992) (0)
CHAPTER V – THE ONE AND TWO PARTICLE PROBLEMS (1960) (0)
An Introduction to General Relativity and Cosmology: Subjects omitted from this book (2006) (0)

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What Schools Are Affiliated With Jerzy Plebański?

Jerzy Plebański is affiliated with the following schools:

University of Warsaw