Bernard Shiffman | Academic Influence

Bernard Shiffman's AcademicInfluence.com Rankings

Bernard Shiffman

Mathematics

#6374

World Rank

#8839

Historical Rank

Measure Theory

#2990

World Rank

#3550

Historical Rank

mathematics Degrees

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Mathematics

Bernard Shiffman's Degrees

PhD Mathematics University of California, Berkeley
Bachelors Mathematics University of California, Berkeley

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Why Is Bernard Shiffman Influential?

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According to Wikipedia, Bernard Shiffman is an American mathematician, specializing in complex geometry and analysis of complex manifolds. Education and career Shiffman received in 1964 from Massachusetts Institute of Technology a bachelor's degree and in 1968 from the University of California, Berkeley a PhD under Shiing-Shen Chern with thesis On the removal of singularities in several complex variables. Shiffman was at MIT a C.L.E. Moore Instructor from 1968 to 1970 and at Yale University an assistant professor from 1970 to 1973. At Johns Hopkins University he was from 1973 to 1977 an associate professor and is from 1977 a full professor; he was the chair of the department of mathematics from 1990 to 1993 and again from 2012 to 2014. He has held visiting positions in the US, France, Germany, and Sweden.

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Bernard Shiffman'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

A NUMERICAL INVERSION OF THE LAPLACE TRANSFORM (1963) (355)
Distribution of Zeros of Random and Quantum Chaotic Sections of Positive Line Bundles (1998) (255)
Universality and scaling of correlations between zeros on complex manifolds (1999) (195)
Vanishing Theorems on Complex Manifolds (1985) (186)
Value distribution for sequences of rational mappings and complex dynamics (1996) (161)
Asymptotics of almost holomorphic sections of ample line bundles on symplectic manifolds: An addendum (2002) (130)
Critical Points and Supersymmetric Vacua I (2004) (127)
On the removal of singularities of analytic sets. (1968) (126)
Complex Differential Geometry (1985) (107)
A global lojasiewicz inequality for algebraic varieties (1992) (102)
A Characterization of Holomorphic Chains (1974) (94)
Number Variance of Random Zeros on Complex Manifolds (2006) (92)
ZEROS OF RANDOM POLYNOMIALS ON C m (2006) (78)
EQUILIBRIUM DISTRIBUTION OF ZEROS OF RANDOM POLYNOMIALS (2002) (77)
Algebraic approximations of holomorphic maps from Stein domains to projective manifolds (1992) (68)
Critical points and supersymmetric vacua, II: Asymptotics and extremal metrics (2004) (66)
Properties of compact complex manifolds carrying closed positive currents (1993) (58)
Extension of holomorphic maps into hermitian manifolds (1971) (55)
Random polynomials with prescribed Newton polytope (2002) (53)
Critical Points and Supersymmetric Vacua, III: String/M Models (2005) (51)
Universality and Scaling of Zeros on Symplectic Manifolds (2000) (50)
A Counterexample to the "Transcendental Bezout Problem" (1972) (49)
Poincaré–Lelong Approach to Universality and Scaling of Correlations Between Zeros (1999) (48)
Extension of positive line bundles and meromorphic maps (1971) (47)
Random polynomials of high degree and Levy concentration of measure (2003) (45)
Introduction to the carlson — Griffiths equidistribution theory (1983) (43)
Average growth estimates for hyperplane sections of entire analytic sets (1981) (42)
Nevanlinna defect relations for singular divisors (1976) (42)
ZEROS OF RANDOM POLYNOMIALS ON C (2007) (35)
ZEROS OF RANDOM POLYNOMIALS ON C (2007) (35)
Overcrowding and hole probabilities for random zeros on complex manifolds (2008) (34)
Complete characterization of holomorphic chains of codimension one (1986) (34)
Degree bounds for the division problem in polynomial ideals. (1989) (33)
Distribution laws for integrable eigenfunctions (2003) (29)
Convergence of random zeros on complex manifolds (2007) (27)
Sensor calibration with unknown correspondence: Solving AX=XB using Euclidean-group invariants (2013) (26)
Correlations Between Zeros and Supersymmetry (2000) (25)
Uniqueness of entire and meromorphic functions sharing finite sets (2001) (22)
Hyperbolic hypersurfaces in P^n of Fermat-Waring type (2001) (21)
HARMONIC ANALYSIS ON TORIC VARIETIES (2003) (21)
TWO CLASSES OF HYPERBOLIC SURFACES IN ℙ3 (1998) (21)
Finiteness and rigidity theorems for holomorphic mappings. (1981) (19)
On the continuation of analytic curves (1970) (19)
Holomorphic curves in algebraic manifolds (1977) (18)
Asymptotic Expansion of the Off-Diagonal Bergman Kernel on Compact Kähler Manifolds (2013) (17)
Hyperbolic hypersurfaces in ℙⁿ of Fermat-Waring type (2001) (14)
Number variance of random zeros (2005) (14)
Synthetic Projective Geometry and Poincar E's Theorem on Automorphisms of the Ball (2007) (11)
Random zeros on complex manifolds: conditional expectations (2010) (11)
A General Second Main Theorem for Meromorphic Functions on C n (1984) (10)
Holomorphic and meromorphic mappings and curvature (1976) (10)
Extension of holomorphic maps (1976) (10)
On the continuation of analytic sets (1970) (9)
Random Complex Fewnomials, I (2010) (9)
New examples of Kobayashi hyperbolic surfaces in ℂℙ3 (2005) (9)
Uniformly bounded orthonormal sections of positive line bundles on complex manifolds (2014) (8)
Constructing low degree hyperbolic surfaces in P^3 (2002) (8)
Compact singularities of meromorphic mappings between complex 3-dimensional manifolds (2000) (7)
New defect relations for meromorphic functions on ${\mathbf{C}}^n $ (1982) (7)
Collision-free configuration-spaces in macromolecular crystals (2016) (7)
New examples of hyperbolic octic surfaces in $\PP^3$ (2003) (6)
Extension of positive holomorphic line bundles (1971) (5)
Asymptotics of almost holomorphic sections on symplectic manifolds (2002) (5)
Applications of convex geometry to Minkowski sums of m ellipsoids in ℝN: Closed-form parametric equations and volume bounds (2021) (4)
Asymptotic Expansion of the Variance of Random Zeros on Complex Manifolds (2020) (4)
Mathematical aspects of molecular replacement. V. Isolating feasible regions in motion spaces. (2020) (4)
Advances in Complex Geometry (2019) (4)
Mathematical aspects of molecular replacement. IV. Measure-theoretic decompositions of motion spaces. (2017) (4)
Separately meromorphic mappings into compact Kähler manifolds (1994) (4)
Dimensions of Social Welfare Policy. By Neil Gilbert and Harry Specht. Englewood Cliffs, N.J.: Prentice-Hall, 1974. 208 pp. $8.95 (1975) (3)
Capacity, tchebycheff constant, and transfinite hyperdiameter on complex projective space (1982) (3)
Natural Helping Networks: A Strategy for Prevention. By Alice H. Collins and Diane L. Pancoast. Washington, D.C.: National Association of Social Workers, 1976. 144 pp. $6.50 (1977) (3)
Extending analytic subvarieties (1971) (2)
CONSTRUCTING LOW DEGREE HYPERBOLIC SURFACES IN P (2002) (2)
Closed-Form Parametric Equation for the Minkowski Sum of $m$ Ellipsoids in $\mathbb{R}^N$ and Associated Volume Bounds (2020) (1)
LOCAL COMPLEX ANALYTIC CURVES IN AN ANALYTIC VARIETY (1970) (1)
Special Vanishing Theorems (1985) (1)
RANDOM ALMOST HOLOMORPHIC SECTIONS OF AMPLE LINE BUNDLES ON SYMPLECTIC MANIFOLDS (2000) (1)
Cohomology and splitting of Hermitian-Einstein vector bundles (1991) (1)
Stress and Release in an Urban Estate: A Study in Action Research. By John Spencer with the collaboration of Joy Tuxford and Norman Dennis. New York: Humanities Press, 1964. 335 pp. $7.50 (1965) (0)
2 0 Se p 20 04 Basic results in Vacuum Statistics (2008) (0)
From the Editor's desk: (2002) (0)
Home Entropy and Integral Geometry on Motion Spaces 21 / 09 / 2014 (2019) (0)
Ju n 20 02 EQUILIBRIUM DISTRIBUTION OF ZEROS OF RANDOM POLYNOMIALS (2008) (0)
Holomorphic and meromorphic mappings and curvature. II (1977) (0)
The phonology of the French Moselle dialects (1974) (0)
Entropy and Integral Geometry on Motion Spaces (2014) (0)
Generalizations of the Nakano Vanishing Theorem (1985) (0)
Convergence of random zeros on complex manifolds Dedicated to Professor LU QiKeng on the occasion of his 80 th birthday (0)
Geometry and large deviations for zeros of Gaussian random holomorphic polynomials on Riemann surfaces (2008) (0)
Remarks on the Nakano Vanishing Theorem (1986) (0)
The Joiners. Murray Hausknecht (1962) (0)
The Management of Welfare: A Study of British Social Service Administration. By R. G. S. Brown. London, England: Fontana Paperbacks, 1975. 311 pp. $5.95 paper (1976) (0)
Ju n 20 03 DISTRIBUTION LAWS FOR INTEGRABLE EIGENFUNCTIONS (2008) (0)
Kodaira-Nakano Vanishing Theorems (1985) (0)
Review: H. Grauert and K. Fritzsche, Several complex variables (1979) (0)
NEW DEFECT RELATIONS FOR MEROMORPHIC FUNCTIONS ONC (2007) (0)
Generalizations of the Kodaira Vanishing Theorem (1985) (0)
A PRELIMINARY INVESTIGATION OF TRANSPORT-BRANCHING PROCESSES (1966) (0)
FROM THE EDITOR'S DESK. (2016) (0)
Asymptotic Expansion of the Off-Diagonal Bergman Kernel on Compact Kähler Manifolds (2013) (0)
Vector Bundles: Ampleness (1985) (0)
Manpower and Training Problems in Combating Poverty (1966) (0)
Volunteer Group Advisors in a National Social Group Work Agency. By Daniel Thursz. Washington, D. C.: The Catholic University of America Press, 1960. 385 pp. $6.00 (1962) (0)
Stochastic K\"ahler geometry: from random zeros to random metrics (2023) (0)
ADJUSTMENT OF RURAL YOUTH TO URBAN ENVIRONMENTS. (1967) (0)
Vector Bundles: Geometric Positivity (1985) (0)
A NEW APPROACH TO TRANSPORT THEORY (1964) (0)

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