Shlomo Sternberg

Q: What Schools Are Affiliated With Shlomo Sternberg

Shlomo Sternberg is affiliated with the following schools: Hebrew University of Jerusalem, Princeton University, Johns Hopkins University, Harvard University

Shlomo Sternberg's AcademicInfluence.com Rankings

Shlomo Sternberg

Mathematics

#321

World Rank

#682

Historical Rank

#154

USA Rank

Measure Theory

#695

World Rank

#942

Historical Rank

#279

USA Rank

mathematics Degrees

Download Badge

Mathematics

Shlomo Sternberg's Degrees

PhD Mathematics Princeton University

Why Is Shlomo Sternberg Influential?

(Suggest an Edit or Addition)

According to Wikipedia, Shlomo Zvi Sternberg , is an American mathematician known for his work in geometry, particularly symplectic geometry and Lie theory. Education and career Sternberg earned his PhD in 1955 from Johns Hopkins University, with a thesis entitled "Some Problems in Discrete Nonlinear Transformations in One and Two Dimensions", supervised by Aurel Wintner.

(See a Problem?)

Shlomo Sternberg'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

Symplectic Techniques in Physics (1984) (1521)
Lectures on Differential Geometry (1964) (824)
Convexity properties of the moment mapping (1982) (721)
Geometric quantization and multiplicities of group representations (1982) (644)
Supersymmetry and equivariant de Rham theory (1999) (525)
Convexity properties of the moment mapping. II (1982) (484)
Hamiltonian group actions and dynamical systems of calogero type (1978) (459)
Local Contractions and a Theorem of Poincare (1957) (445)
Group theory and physics (1994) (410)
On the Structure of Local Homeomorphisms of Euclidean n-Space, II (1958) (402)
The Hamilton-Cartan formalism in the calculus of variations (1973) (402)
Geometric Asymptotics, Revised edition (1977) (394)
Symplectic Fibrations And Multiplicity Diagrams (1996) (317)
The infinite groups of Lie and Cartan Part I, (The transitive groups) (1965) (294)
Graded Lie algebras in mathematics and physics (Bose-Fermi symmetry) (1975) (288)
An algebraic model of transitive differential geometry (1964) (276)
Symplectic reduction, BRS cohomology, and infinite-dimensional Clifford algebras (1987) (270)
The Gelfand-Cetlin system and quantization of the complex flag manifolds (1983) (214)
Minimal coupling and the symplectic mechanics of a classical particle in the presence of a Yang-Mills field. (1977) (205)
Birational equivalence in the symplectic category (1989) (185)
A Normal Form for the Moment Map (1984) (163)
The moment map and collective motion (1980) (160)
On normed rings (1987) (155)
Some Problems in Integral Geometry and Some Related Problems in Micro-Local Analysis (1979) (141)
A course in mathematics for students of physics (1990) (135)
Differential geometric methods in mathematical physics (1984) (132)
Multiplicity-free spaces (1984) (119)
Semi-Classical Analysis (2013) (110)
Homogeneous quantization and multiplicities of group representations (1982) (104)
Quantum groups : from coalgebras to Drinfeld algebras : a guided tour (1993) (102)
THE STRUCTURE OF LOCAL HOMEOMORPHISMS, III*1 (1959) (82)
On collective complete integrability according to the method of Thimm (1983) (81)
Variations on a Theme by Kepler (1990) (80)
Remarks on a paper of Hermann (1968) (79)
Hermitian Lie algebras and metaplectic representations. I (1978) (77)
Local $C\sp{n}$ transformations of the real line (1957) (72)
Deformation theory of pseudogroup structures (1966) (70)
On the Kostant multiplicity formula (1988) (63)
The Weyl character formula, the half-spin representations, and equal rank subgroups. (1998) (55)
Curvature in Mathematics and Physics (2013) (51)
The integrability of characteristics (1970) (45)
Equations of motion of a classical particle in a Yang-Mills field and the principle of general covariance (1978) (44)
Euler-Maclaurin with remainder for a simple integral polytope (2003) (42)
The classification of the complex primitive infinite pseudogroups. (1966) (39)
The Euler–Maclaurin formula for simple integral polytopes (2003) (36)
The classification of the irreducible complex algebras of infinite type (1967) (35)
On the role of field theories in our physical conception of geometry (1978) (33)
Laplacian and vibrational spectra for homogeneous graphs (1992) (32)
Riemann sums over polytopes (2006) (31)
Superconnections and internal supersymmetry dynamics. (1990) (31)
Some preliminary remarks on the formal variational calculus of gel'fand and dikii (1978) (29)
On the interaction of spin and torsion (1984) (28)
Mathematics and the Buckyball (2000) (26)
The metaplectic representation, weyl operators and spectral theory (1981) (26)
Superconnections for electroweak su(2/1) and extensions, and the mass of the Higgs (2005) (25)
Theory of Functions of a Real Variable (2009) (24)
Internal supersymmetry and superconnections (1991) (23)
On the Behavior of Invariant Curves Near a Hyperbolic Point of a Surface Transformation (1955) (23)
LOCAL UNIQUENESS, EXISTENCE IN THE LARGE, AND THE CONVERGENCE OF SUCCESSIVE APPROXIMATIONS.* (1958) (23)
The moment map revisited (2005) (22)
Some recent results on the metaplectic representation (1978) (21)
Internal supersymmetry and unification. (1980) (21)
The Lewy counterexample and the local equivalence problem for $G$-structures (1967) (20)
An ultra-hyperbolic analogue of the Robinson-Kerr theorem (1986) (20)
ON DIFFERENTIAL EQUATIONS ON THE TORUS. (1957) (19)
Exact Euler-Maclaurin formulas for simple lattice polytopes (2005) (19)
Symplectic homogeneous spaces (1975) (19)
The frobenius reciprocity theorem from a symplectic point of view (1983) (14)
ON REPRESENTATIONS ASSOCIATED TO THE MINIMAL NILPOTENT COADJOINT ORBIT OF SL(3, R) (1982) (14)
On Spencer's Estimate for δ-Poincare (1965) (14)
Symplectic Projective Orbits (1982) (13)
Subelliptic estimates for complexes. (1970) (13)
The Schwartzian Derivative and the Conformal Geometry of the Lorentz Hyperboloid (1988) (12)
Charge conjugation and Segal’s cosmology (1975) (12)
The interaction of spin and torsion. II. The principle of general covariance (1985) (12)
Groups and the Buckyball (1994) (11)
Classical and prequantized mechanics without Lagrangians or Hamiltonians (1978) (11)
Coadjoint structures, solitions, and integrability (1982) (11)
On maps with nonnegative Jacobian. (1959) (10)
On the method of symes for integrating systems of the toda type (1983) (10)
The Ehrhart Function for Symbols (2006) (10)
Signature quantization (2003) (9)
General covariance and harmonic maps. (1999) (8)
Classical mechanics without Lagrangians and Hamiltonians (2008) (8)
Moments and reductions (1982) (7)
Celestial mechanics, Part_1. (1969) (7)
General covariance and the passive equations of physics (1985) (7)
The cohomology of infinite dimensional Lie algebras; some questions of integral geometry (1987) (7)
The Cobar Resolution and a Restricted Deformation Theory for Drinfeld Algebras (1994) (7)
Souriau scattering and the Yang-Mills dust (1985) (7)
Duality, crossing and MacLane’s coherence (1990) (6)
Dimensional reduction and symplectic reduction (1983) (6)
Some recent results on supersymmetry (1977) (6)
A generalization of the notion of polarization (1986) (6)
On the university phase spaces for homogeneous principal bundles (1982) (5)
To the theory of normed rings. II. On absolutely convergent trigonometrical series and integrals (1987) (5)
On charge conjugation (1987) (5)
Errata to Our Paper "Local Uniqueness, Etc." (1959) (5)
Legendre transformations of curves (1954) (4)
On the London equations. (1992) (4)
Remembering Leon Ehrenpreis: 1930-2010 (2011) (4)
Douglas' solution of the Plateau problem. (1988) (4)
On the automorphism group of the conformal superalgebra. (1986) (3)
To the theory of normed rings. III. On the ring of almost periodic functions (1987) (3)
The automorphism group of a hermitian superalgebra (1987) (3)
On one-parametrical groups of operators in a normed space (1987) (3)
A Course in Mathematics for Students of Physics: Scalar products (1988) (3)
Review: Ralph Abraham and Jerrold E. Marsden, Foundations of mechanics (1980) (2)
The Weil Algebra (1999) (2)
Some remarks on I. M. Gelfand’s works (1987) (2)
Dimensional reduction from the infinitesimal point of view (1982) (2)
Sequential internal supersymmetry (1981) (1)
On Poincaré’s last geometrical theorem (1957) (1)
On the theory of characters of commutative topological groups (1987) (1)
Linear differential equations in the plane (1988) (1)
Symplectic Fibrations and Multiplicity Diagrams: Symplectic Fibrations (1996) (1)
Magnetic moments and general covariance (1985) (1)
A Course in Mathematics for Students of Physics: Linear transformations of the plane (1988) (1)
Yuval Ne’eman (1925–2006) (2006) (0)
Isadore M. Singer (1924–2021) In Memoriam Part 2: Personal Recollections (2022) (0)
Computations with Orbits (1996) (0)
The conformal completion of Minkowski space (2006) (0)
THE INTEGRAL CALCULUS ON MANIFOLDS (2014) (0)
A Course in Mathematics for Students of Physics: Theorems of the differential calculus (1988) (0)
Scalar Product Spaces (2014) (0)
The Ehrhart Function for Symbols Contents 1. Introduction. 1 2. an Ehrhart Formula for Simple Polytopes. 4 2.1. the Euler-maclaurin Formula for Symbols. 4 2.2. Regularization. 6 References 7 (0)
POTENTIAL THEORY IN n (2014) (0)
MULΉPLICITY-FREE SPACES (2008) (0)
Introduction. The method of stationary phase (1977) (0)
On the Guillemin normal form for partial differential operators (1970) (0)
THE DIFFERENTIAL CALCULUS (2014) (0)
The Abstract Localization Theorem (1999) (0)
Symplectic Fibrations and Multiplicity Diagrams: Examples of Symplectic Fibrations: The Coadjoint Orbit Hierarchy (1996) (0)
A Course in Mathematics for Students of Physics: Vector spaces and linear transformations (1988) (0)
Homogeneous models in general relativity (2006) (0)
Geometric aspects of distributions (1977) (0)
Toronto Lectures on Physics (2008) (0)
Differential operators and asymptotic solutions (1977) (0)
Conformal Field Theories and Category Theory (1990) (0)
The conformal group and hidden symmetries (2006) (0)
FINITE-DIMENSIONAL VECTOR SPACES (2014) (0)
Duistermaat–Heckman Polynomials (1996) (0)
Equivariant Cohomology in Topology (1999) (0)
A Course in Mathematics for Students of Physics: Double integrals (1988) (0)
The Bible Code Reviewed by Allyn Jackson Commentary (1998) (0)
Modern elementary mathematics: A laboratory approach (1972) (0)
Main problems about geodesics (0)
Celestial mechanics - Part 1; Part 2 (1969) (0)
Calculus in the plane (1988) (0)
Mathematics and the Buckyball Fan Chung (2000) (0)
Equivariant Symplectic Forms (1999) (0)
Differential forms and line integrals (1988) (0)
Integrability conditions for the existence of a Lagrangian in Newtonian mechanics and field theory. Annual progress report, March 1, 1978-May 31, 1979. [Summaries of research activities at Harvard University] (1979) (0)
EXTERIOR DIFFERENTIAL SYSTEMS AND ELLIPTIC EQUATIONS. (1959) (0)
Associahedra via spines (2020) (0)
Quantum mechanics and dynamical symmetries (2006) (0)
On a class of analogies between differential equations and implicit equations (1956) (0)
COMPACTNESS AND COMPLETENESS (2014) (0)
A Course in Mathematics for Students of Physics: Preface (1988) (0)
Classical brackets and configurational symmetries (2006) (0)
The Weil Model and the Cartan Model (1999) (0)
ON DIFFERENTIAL SYSTEMS, II. (1963) (0)
The Thom Class and Localization (1999) (0)

This paper list is powered by the following services:

Other Resources About Shlomo Sternberg

en.wikipedia.org

What Schools Are Affiliated With Shlomo Sternberg?

Shlomo Sternberg is affiliated with the following schools:

Shlomo Sternberg's Academic­Influence.com Rankings