George Kempf

Q: What Schools Are Affiliated With George Kempf

George Kempf is affiliated with the following schools: Johns Hopkins University, University of Illinois Urbana-Champaign, Columbia University

George Kempf's AcademicInfluence.com Rankings

George Kempf

Mathematics

#3036

World Rank

#4562

Historical Rank

#1149

USA Rank

Measure Theory

#2656

World Rank

#3176

Historical Rank

#764

USA Rank

mathematics Degrees

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Mathematics

Why Is George Kempf Influential?

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According to Wikipedia, George Rushing Kempf was a mathematician who worked on algebraic geometry, who proved the Riemann–Kempf singularity theorem, the Kempf–Ness theorem, the Kempf vanishing theorem, and who introduced Kempf varieties.

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George Kempf'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

Toroidal Embeddings I (1973) (1088)
Instability in invariant theory (1978) (421)
The length of vectors in representation spaces (1979) (366)
The determinantal formula of Schubert calculus (1974) (132)
Representations of Groups (1995) (126)
Linear systems on homogeneous spaces (1976) (115)
On the collapsing of homogeneous bundles (1976) (106)
On the Geometry of a Theorem of Riemann (1973) (102)
Complex abelian varieties and theta functions (1990) (90)
Schubert methods with an application to algebraic curves (1971) (85)
The Grothendieck-Cousin complex of an induced representation☆ (1978) (81)
The Hochster-Roberts theorem of invariant theory. (1979) (55)
Multi-cones over Schubert varieties (1987) (52)
LINEAR SYSTEMS ON ABELIAN VARIETIES (1989) (52)
Some elementary proofs of basic theorems in the cohomology of quasi-coherent sheaves (1980) (39)
Stability of meromorphic vector fields in projective spaces (1989) (36)
Images of homogeneous vector bundles and varieties of complexes (1975) (34)
Some wonderful rings in algebraic geometry (1990) (31)
A Torelli theorem for osculating cones to the theta divisor (1988) (24)
Some quotient surfaces are smooth. (1980) (24)
VANISHING THEOREMS FOR FLAG MANIFOLDS (1976) (21)
Toward the inversion of abelian integrals; J* (1979) (21)
Multiplication Over Abelian Varieties (1988) (19)
Toward the Inversion of Abelian Integrals, II (1979) (16)
Rank g Picard Bundles are Stable (1990) (16)
Some quotient varieties have rational singularities. (1977) (16)
The equations defining a curve of genus 4 (1986) (14)
Deformations of Symmetric Products (1981) (11)
A Criterion for the Splitting of a Vector Bundle (1990) (11)
Tensor Products of Fundamental Representations (1988) (10)
The singularities of certain varieties in the Jacobian of a curve (1970) (10)
Representations of algebraic groups in prime characteristics (1981) (9)
Equivariant embeddings of Tori (1973) (9)
Pulling back bundles. (1992) (7)
Jacobians and invariants (1993) (7)
A property of the periods of a Prym differential (1976) (7)
Equations of Kümmer varieties (1992) (7)
Syzygies for points in projective space (1992) (7)
The ext-dual of a Verma module is a Verma module (1991) (6)
Curves of $g^{1,}_ds$ (1985) (6)
Algebraic varieties: definition and existence (1993) (6)
Inversion of Abelian integrals (1982) (6)
Semi-stable reduction (1973) (5)
Deformations of semi-Euler characteristics (1992) (5)
More on computing invariants (1991) (5)
Torsion divisors on algebraic curves (1981) (4)
Tensor products of representations (1987) (3)
Composition series for unipotent group varieties (1987) (3)
Sheaves in algebraic geometry (1993) (3)
Equations for curves in their jacobians (1992) (3)
Some vector bundles on Jacobian varieties (1976) (3)
A decomposition formula for representations (1987) (2)
Notes of the inversion of integrals. I (1989) (2)
Inverse images of theta divisors (1985) (2)
Stability in representations (1988) (2)
A theta divisor containing an abelian subvariety (2004) (2)
Tensor Products of Representations of the General Linear Group (1987) (2)
A remark on integral representations of GLZ(n) (1988) (1)
Poincaréand Clifford algebras (1978) (1)
The addition theorem for abstract theta functions (1989) (1)
On algebraic curves. (1977) (1)
Modern linear algebra (1995) (1)
Cohomology and the Riemann–Roch theorem (1993) (0)
The Algebra of the Theta Functions (1991) (0)
Weighted partitions and patterns (1983) (0)
Fundamentals of Groups (1995) (0)
Groups Acting on Complete Linear Systems (1991) (0)
Abelian Varieties Occurring in Nature (1991) (0)
Algebraic Representations of Reductive Groups (2010) (0)
Quadratic and alternating forms (1995) (0)
The Cohomology of Complex Tori (1991) (0)
Smooth varieties and morphisms (1993) (0)
The Clifford algebra (1995) (0)
More field theory (1995) (0)
Cohomology of coherent sheaves on a proper scheme (1992) (0)
The elementary theory of correspondences (1983) (0)
Effective methods in invariant theory (1991) (0)
A little more group theory (1995) (0)
Mappings to Abelian Varieties (1991) (0)
Openness of stability (1992) (0)
Products; separated and complete varieties (1993) (0)
A note on a theorem of D. Mumford (1996) (0)
Ring and field extensions (1995) (0)
Fundamentals of rings and fields (1995) (0)
Fay's triscecant formula (1989) (0)
The Linear System |2D| (1991) (0)
Noetherian rings and localization (1995) (0)
Hironaka group schemes (1988) (0)
The Existence of Sections of Sheaves (1991) (0)

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Other Resources About George Kempf

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What Schools Are Affiliated With George Kempf?

George Kempf is affiliated with the following schools: