Curtis Greene

Q: What Schools Are Affiliated With Curtis Greene

Curtis Greene is affiliated with the following schools: University of California, Berkeley, California Institute of Technology, Massachusetts Institute of Technology, Stanford University, University of Pennsylvania, Harvard University

Curtis Greene's AcademicInfluence.com Rankings

Curtis Greene

Mathematics

#4272

World Rank

#6103

Historical Rank

#1490

USA Rank

Measure Theory

#3373

World Rank

#3983

Historical Rank

#971

USA Rank

mathematics Degrees

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Mathematics

Curtis Greene's Degrees

PhD Mathematics Stanford University
Masters Mathematics Stanford University

Why Is Curtis Greene Influential?

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According to Wikipedia, Curtis Greene is an American mathematician, specializing in algebraic combinatorics. He is the J. McLain King Professor of Mathematics at Haverford College in Pennsylvania. Greene did his undergraduate studies at Harvard University, and earned his Ph.D. in 1969 from the California Institute of Technology under the supervision of Robert P. Dilworth. He held positions at the Massachusetts Institute of Technology and the University of Pennsylvania before moving to Haverford.

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Curtis Greene'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

An Extension of Schensted's Theorem (1974) (240)
Proof techniques in the theory of finite sets (1978) (234)
ON THE INTERPRETATION OF WHITNEY NUMBERS THROUGH ARRANGEMENTS OF HYPERPLANES, ZONOTOPES, NON-RADON PARTITIONS, AND ORIENTATIONS OF GRAPHS (1983) (233)
The Structure of Sperner k-Families (1976) (215)
Some Partitions Associated with a Partially Ordered Set (1976) (172)
Noncommutative schur functions and their applications (2006) (150)
A probabilistic proof of a formula for the number of Young tableaux of a given shape (1979) (140)
Strong Versions of Sperner's Theorem (1976) (135)
Weight Enumeration and the Geometry of Linear Codes (1976) (117)
A New Tableau Representation for Supersymmetric Schur Functions (1994) (70)
Balanced Labellings and Schubert Polynomials (1997) (58)
A rank inequality for finite geometric lattices (1970) (56)
A multiple exchange property for bases (1973) (55)
Another Probabilistic Method in the Theory of Young Tableaux (1984) (47)
Longest Chains in the Lattice of Integer Partitions ordered by Majorization (1986) (41)
A Combinatorial Problem Arising in the Study of Reaction-Diffusion Equations (1980) (38)
A Littlewood-Richardson Miscellany (1993) (38)
Proof of a conjecture on immanants of the Jacobi-Trudi matrix (1992) (37)
Some Abstract Pivot Algorithms (1975) (36)
A Rational-Function Identity Related to the Murnaghan–Nakayama Formula for the Characters of Sn (1992) (34)
Inequalities for symmetric means (2011) (30)
Sperner Families and Partitions of A Partially Ordered Set (1975) (29)
Posets of shuffles (1988) (29)
Extensions of the Erd¨os-Ko-Rado theorem (1976) (25)
A Counterexample to the Generalization of Sperner’s Theorem (1971) (25)
The Möbius Function of a Partially Ordered Set (1982) (25)
Combinatorial Correspondences for Young Tableaux, Balanced Tableaux and Maxima l Chains in the Weak Bruhat Order of Sn (1985) (21)
A generalization of Sperner's theorem (1981) (19)
A Class of Lattices with Möbius Function ± 1, 0 (1988) (17)
Combinatorics and Algebra (1984) (14)
Cayley's formula for multidimensional trees (1975) (13)
Closed form summation of C-finite sequences (2004) (12)
An Inequality for the Mobius Function of a Geometric Lattice (1975) (12)
Some Results on Sperner Families (1979) (11)
Words Avoiding a Reflexive Acyclic Relation (2006) (11)
Discrete cubical and path homologies of graphs (2018) (11)
Some order-theoretic properties of the Robinson-Schensted correspondence (1977) (10)
Another exchange property for bases (1974) (7)
Homology Groups of Cubical Sets with Connections (2018) (7)
The Impact of the Chain Decomposition Theorem on Classical Combinatorics (1990) (6)
On the Vanishing of Discrete Singular Cubical Homology for Graphs (2019) (5)
Extensions to the Erdős-Ko-Rado Theorem (1975) (4)
Formal Power Series and Algebraic Combinatorics (1996) (3)
Another probabilistic formula in the theory of Young tableaux (1984) (3)
Formal Power Series and Algebraic Combinatorics (Séries Formelles et Combinatoire Algébrique), 1994 (1995) (3)
Remarks on a 25 year old Theorem on Two-dimensional Cellular Automata (2005) (3)
Automorphisms of lexicographic products (1975) (2)
Complementary Trees and Independent Matchings (1974) (2)
On the Decomposition of Boolean Polynomials (1977) (1)
A Rank Inequality for Geometric Lattices (1970) (1)
Littlewood-richardson Semigroups (2008) (0)
2 0 M ar 2 01 8 DISCRETE CUBICAL AND PATH HOMOLOGIES OF GRAPHS (0)
Combinatorial properties of finite geometric lattices (1969) (0)
C O ] 2 9 M ay 2 00 4 Closed form summation of C-finite sequences ∗ (2006) (0)
Enumeration in geometric lattices (1986) (0)
A Multiple Exchange Property for Bases Author ( s ) : (2017) (0)
Auditory and visual perceptual patterns of paranoid and nonparanoid schizophrenics (1968) (0)
The Tutte decomposition (1986) (0)
POSETS : A Mathematica Package PART 2 : More Complicated Examples (2012) (0)
Class of lattices with Mobius function pm 1,0 (1988) (0)
Recent Advances in Algebraic and Enumerative Combinatorics (2003) (0)

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Other Resources About Curtis Greene

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What Schools Are Affiliated With Curtis Greene?

Curtis Greene is affiliated with the following schools:

Curtis Greene's Academic­Influence.com Rankings