Leon Ehrenpreis | Academic Influence

Leon Ehrenpreis's AcademicInfluence.com Rankings

Leon Ehrenpreis

Mathematics

#1978

World Rank

#3130

Historical Rank

#794

USA Rank

Measure Theory

#2483

World Rank

#2984

Historical Rank

#701

USA Rank

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Mathematics

Leon Ehrenpreis's Degrees

PhD Mathematics University of Chicago
Bachelors Mathematics University of Chicago

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Why Is Leon Ehrenpreis Influential?

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According to Wikipedia, Eliezer 'Leon' Ehrenpreis was a mathematician at Temple University who proved the Malgrange–Ehrenpreis theorem, the fundamental theorem about differential operators with constant coefficients. He previously held tenured positions at Yeshiva University and at the Courant Institute at New York University.

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Leon Ehrenpreis'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

Fourier analysis in several complex variables (1970) (400)
Solution of Some Problems of Division. Part IV. Invertible and Elliptic Operators (1960) (182)
Solution of Some Problems of Division: Part I. Division by a Polynomial of Derivation (1954) (112)
The Universality of the Radon Transform (2003) (102)
Some Properties of the Fourier Transform on Semi-Simple Lie Groups I (1955) (93)
Mean Periodic Functions: Part I. Varieties Whose Annihilator Ideals Are Principal (1955) (91)
Entire Functions and Related Parts of Analysis (1968) (86)
Some properties of the Fourier-transform on semisimple Lie Groups. III. (1957) (76)
A new proof and an extension of Hartog’s theorem (1961) (74)
UNIFORMLY BOUNDED REPRESENTATIONS OF GROUPS. (1955) (57)
Solutions of Some Problems of Division: Part III. Division in the Spaces, D , H, Q A , O (1956) (51)
Analytic Functions and the Fourier Transform of Distributions, I (1956) (45)
Holomorphic convexity of Teichmüller spaces (1964) (38)
Range conditions for the exponential Radon transform (1996) (38)
SOLUTIONS OF SOME PROBLEMS OF DIVISION.* Part V. Hyperbolic Operators. (1962) (36)
Solution of Some Problems of Division: Part II. Division by a Punctual Distribution (1955) (36)
Analytically uniform spaces and some applications (1961) (36)
Appendix to the Paper "Mean Periodic Functions I" (1955) (29)
On the theory of kernels of Schwartz (1956) (27)
Theta functions, Bowdoin 1987 (1989) (24)
Radon Transforms and Tomography (2001) (16)
Some properties of distributions on Lie groups (1956) (14)
On Spencer's Estimate for δ-Poincare (1965) (14)
SHEAVES AND DIFFERENTIAL EQUATIONS (1956) (14)
Weak solutions of the massless field equations (1982) (13)
Theory of distributions for locally compact spaces (1956) (11)
Poisson's Summation Formula and Hamburger's Theorem (1982) (10)
Reflection, Removable Singularities, and Approximation for Partial Differential Equations, Part I (1980) (9)
ANALYTIC FUNCTIONS AND THE FOURIER TRANSFORM OF DISTRIBUTIONS, II(') (1958) (9)
Reflection, removable singularities, and approximation for partial differential equations. II (1987) (6)
Some Novel Aspects of the Cauchy Problem (2005) (6)
The Mathematical Legacy Of Leon Ehrenpreis (2016) (6)
Theory of Infinite Derivatives (1959) (6)
Open Source On-Chip Logic Analyzer for FPGA-s (2006) (5)
Transcendental numbers and partial differential equations (1985) (5)
CAUCHY'S PROBLEM FOR LINEAR DIFFERENTIAL EQUATIONS WITH CONSTANT COEFFICIENTS. (1956) (4)
GENERAL THEORY OF ELLIPTIC EQUATIONS. (1956) (4)
Lewy unsolvability and several complex variables. (1991) (4)
The Borel transform (2008) (4)
Lewy's operator and its ramifications (1986) (4)
Complex Fourier transform technique in variable coefficient partial differential equations (1967) (3)
SOME REFINEMENTS OF THE POINCARÉ PERIOD RELATION (1974) (3)
THE EDGE-OF-THE-WEDGE THEOREM FOR PARTIAL DIFFERENTIAL EQUATIONS (1981) (3)
THE DIVISION PROBLEM FOR DISTRIBUTIONS. (1955) (3)
Theta Functions–Bowdoin 1987, Part 2 (1989) (3)
COMPLETELY INVERSIBLE OPERATORS. (1955) (2)
On the Poincaré Relation (1974) (2)
THE NONLINEAR RADON AND FOURIER TRANSFORMS (2003) (1)
Microglobal Analysis (2010) (1)
EXTENSION OF SOLUTIONS OF DIFFERENTIAL EQUATIONS (2003) (1)
An Eigenvalue Problem for Riemann Surfaces (1971) (1)
EISENSTEIN AND POINCARÉ SERIES ON SL(3,R) (2009) (1)
Exotic parametrization problems (1993) (1)
HOLOMORPHIC CONVEXITY OF TEICHMÜLLER SPACES 1 BY LIPMAN BERS AND (2007) (0)
Mathematical Analysis: Linear Partial Differential Operators . Lars Hörmander. Springer, Berlin; Academic Press, New York, 1963. viii + 287 pp. Illus. $10.50. (1964) (0)
ON THE THEORY OF KERNELS OF SCHWARTZ1 (2010) (0)
RADON TRANSFORM AS THE INTERRELATION OF GEOMETRY AND ANALYSIS (2003) (0)
HARMONIC FUNCTIONS AND RADON TRANSFORM ON ALGEBRAIC VARIETIES (2003) (0)
THE NONPARAMETRIC RADON TRANSFORM (2003) (0)
RADON TRANSFORM ON GROUPS (2003) (0)
ON THE THEORY OF KERNELS OF SCHWARTZ 1 (2010) (0)
PERIODS OF EISENSTEIN AND POINCARÉ SERIES (2003) (0)
The fundamental principle and some of its applications (1963) (0)
HARMONIC FUNCTIONS IN Rn (2003) (0)
Hyperbolic equations and group representations (1975) (0)
A brief introduction to Gromov’s notion of hyperbolic groups (2008) (0)
THE PARAMETRIC RADON TRANSFORM (2003) (0)
Linear Partial Differential Operators. Lars Hörmander. Springer, Berlin; Academic Press, New York, 1963. viii + 287 pp. Illus. $10.50 (1964) (0)
Advanced Problems and Solutions: Problems for Solution: 5151-5160 (1963) (0)

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