John Stembridge

Q: What Schools Are Affiliated With John Stembridge

John Stembridge is affiliated with the following schools: University of California, Berkeley, University of Michigan, Massachusetts Institute of Technology

John Stembridge's AcademicInfluence.com Rankings

John Stembridge

Mathematics

#4604

World Rank

#6523

Historical Rank

#1568

USA Rank

Measure Theory

#2889

World Rank

#3434

Historical Rank

#831

USA Rank

mathematics Degrees

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Mathematics

John Stembridge's Degrees

PhD Mathematics University of California, Berkeley

Why Is John Stembridge Influential?

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According to Wikipedia, John Stembridge is a Professor of Mathematics at University of Michigan. He received his Ph.D. from Massachusetts Institute of Technology in 1985 under the direction of Richard P. Stanley. His dissertation was called Combinatorial Decompositions of Characters of SL.

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John Stembridge'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

Nonintersecting Paths, Pfaffians, and Plane Partitions (1990) (379)
Shifted tableaux and the projective representations of symmetric groups (1989) (293)
On the Fully Commutative Elements of Coxeter Groups (1996) (272)
Enriched p-partitions (1997) (187)
PROJECTIVE REPRESENTATIONS OF THE SYMMETRIC GROUPS (1994) (168)
On Immanants of Jacobi-Trudi Matrices and Permutations with Restricted Position (1993) (149)
A local characterization of simply-laced crystals (2003) (106)
Some combinatorial aspects of the spectra of normally distributed random matrices (1992) (101)
Some combinatorial aspects of reduced words in finite Coxeter groups (1997) (98)
Multiplicity-free products and restrictions of Weyl characters (2003) (92)
Some permutation representations of weyl groups associated with the cohomology of toric varieties (1994) (91)
Minuscule elements of Weyl groups (2001) (88)
Multidimensional Residues and Their Applications (87)
A characterization of supersymmetric polynomials (1985) (85)
Multiplicity-Free Products of Schur Functions (2001) (84)
Rational tableaux and the tensor algebra of gln (1987) (78)
On minuscule representations, plane partitions and involutions in complex Lie groups (1994) (76)
ON THE EIGENVALUES OF REPRESENTATIONS OF REFLECTION GROUPS AND WREATH PRODUCTS (1989) (76)
The Enumeration of Totally Symmetric Plane Partitions (1995) (75)
Counting points on varieties over finite fields related to a conjecture of Kontsevich (1998) (71)
A Maple Package for Symmetric Functions (1995) (68)
Eulerian numbers, tableaux, and the Betti numbers of a toric variety (1992) (67)
The Enumeration of Fully Commutative Elements of Coxeter Groups (1998) (67)
Immanants of Totally Positive Matrices are Nonnegative (1991) (62)
Hall-Littlewood functions, plane partitions, and the Rogers-Ramanujan identities (1990) (62)
On the fully commutative elements of Coxeter groups (1996) (59)
Affine descents and the Steinberg torus (2007) (57)
Some Hidden Relations Involving the Ten Symmetry Classes of Plane Partitions (1994) (57)
THE PARTIAL ORDER OF DOMINANT WEIGHTS (1998) (57)
Some Conjectures for Immanants (1992) (55)
A Concise Proof of the Littlewood-Richardson Rule (2002) (52)
Canonical bases and self-evacuating tableaux (1996) (46)
The projective representations of the hyperoctahedral group (1992) (43)
Coxeter cones and their h-vectors (2008) (41)
Combinatorial Models for Weyl Characters (2002) (40)
A short proof of macdonald's conjecture for the root systems of type a (1988) (38)
Counterexamples to the poset conjectures of Neggers, Stanley, and Stembridge (2006) (37)
Some particular entries of the two-parameter Kostka matrix (1994) (37)
First layer formulas for characters of ( (1987) (33)
Generalized Stability of Kronecker Coefficients (2014) (31)
Tight Quotients and Double Quotients in the Bruhat Order (2005) (28)
Quasi-Minuscule Quotients and Reduced Words for Reflections (2001) (27)
On Schur's Q-functions and the Primitive Idempotents of a Commutative Hecke Algebra (1992) (26)
Nilpotent Orbits and Commutative Elements (1997) (25)
Denominators for the Poincaré series of invariants of small matrices (1999) (23)
A Short Derivation of the Möbius Function for the Bruhat Order (2007) (23)
A Weighted Enumeration of Maximal Chains in the Bruhat Order (2002) (20)
Part 1. Computational Aspects of Root Systems, Coxeter Groups, and Weyl Characters (2001) (18)
On symmetric functions and the spin characters of $S_n$ (1990) (18)
Admissible W-graphs (2008) (17)
Trapezoidal Chains and Antichains (1986) (15)
A Weyl group generating function that ought to be better known (1998) (15)
Admissible W-graphs and commuting Cartan matrices (2010) (12)
Explicit matrices for irreducible representations of Weyl groups (2004) (12)
FIRST LAYER FORMULAS FOR CHARACTERS OF SL(n, C) (2009) (10)
A Maple Package for Root Systems and Finite Coxeter Groups (1998) (10)
FIRST LAYER FORMULAS FOR CHARACTERS OF SL(n, C) (2009) (10)
Graded multiplicities in the Macdonald kernel. Part I (2005) (9)
Special Isogenies and Tensor Product Multiplicities (2007) (8)
Wronskian Appell polynomials and symmetric functions (2018) (8)
Interaction of combinatorics and representation theory (2001) (8)
Folding by Automorphisms (2015) (7)
A lower bound for 0, 1, * tournament codes (1987) (6)
More W -Graphs and Cells: Molecular Components and Cell Synthesis Atlas of Lie Groups AIM Workshop VI 7–11 July 2008 (2008) (6)
Combinatorial decompositions of characters of SL(n,C) (1985) (6)
On the classification of multiplicity-free exterior algebras (2003) (6)
Orthogonal sets of Young symmetrizers (2011) (6)
Sign-twisted Poincaré series and odd inversions in Weyl groups (2019) (5)
A finiteness theorem for W-graphs (2012) (5)
Appendix to : Generalized Stability of Kronecker Coefficients (2014) (4)
Irreducible circuits and Coxeter arrangements (2007) (3)
Hall-Littlewood functions, plane partitions, and Roger-Ramanujan identities (1990) (3)
The Bruhat order and iterated exponentials (1989) (3)
On the Poincaré series and cardinalities of finite reflection groups (1998) (2)
A Construction of H4 without Miracles (1999) (2)
On a trigonometrical sum (1981) (2)
LITTLEWOOD-RICHARDSON WITHOUT ALGORITHMICALLY DEFINED BIJECTIONS BY (2001) (2)
A Maple Package for Posets Contents (1998) (1)
Lectures Notes for AIM/Atlas of Lie Groups Workshop (1)
Practical View of Ŵ : A Guide to Working with Weyl Group Representations , With Special Emphasis on Branching Rules Atlas of Lie Groups AIM Workshop IV 10 – 14 July 2006 (2006) (1)
Erratum to Explicit matrices for irreducible representations of Weyl groups [Represent. Theory, 8, (2004), 267-289] (2006) (1)
Ju n 20 07 Special Isogenies and Tensor Product Multiplicities (2021) (0)
On the Classi ation of Multipli ity-Free Exterior Algebras (2003) (0)
Multiplicities in the Connected Case Atlas of Lie Groups AIM Workshop III 25 – 29 July 2005 (2005) (0)
On the Poincar E Series and Cardinalities of Finite Reeection Groups (1996) (0)
Synthetic W -Graphs and Cells Atlas of Lie Groups AIM Workshop V 16–21 July 2007 (2007) (0)
STEINBERG COMPLEXES AND AFFINE DESCENTS (2007) (0)
Eulerian the Betti variety numbers , tableaux , and numbers of a toric (2001) (0)
Erratum: Explicit matrices for irreducible representations of Weyl groups (2006) (0)
Abstract and schedule booklet Organizing committee Ira Gessel (0)
numbers, tableaux, and numbers of a toric (1992) (0)
Applying unitarity tests in the Weyl group Atlas of Lie Groups AIM Workshop II (2004) (0)
Notes on Perron-Frobenius Theory (2018) (0)

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What Schools Are Affiliated With John Stembridge?

John Stembridge is affiliated with the following schools:

John Stembridge's Academic­Influence.com Rankings