Mark Haiman - Concepedia

Author

Mark Haiman

University of California San Diego ORCID

Also Known As

Haiman, M., Haiman, Mark, M Haiman, M. Haiman, MARK HAIMAN, Mark D Haiman, Mark D. Haiman, Mark Haiman

Publications

3.7K

Citations

H-Index

Concepts

All Affiliations

University of California San Diego Massachusetts Institute of Technology University of California, Berkeley University of Virginia Baruch College

About

Mark Haiman is an author at University of California San Diego specializing in representation theory, discrete mathematics, and spectral theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Education	2	2	177
2	Arts	1	1	14
3	Engineering	1	1	124
4	Natural Sciences	1	1	56
5	Social Sciences	1	1	14

Mark Haiman

Publications

2.8K

Citations

H-Index

Page 1

	Year	Citations
Conjectures on the Quotient Ring by Diagonal Invariants Mark Haiman Journal of Algebraic Combinatorics	1994	295
A combinatorial formula for the character of the diagonal coinvariants J. Haglund, Mark Haiman, Nicholas A. Loehr, Duke Mathematical Journal Macdonald PolynomialsSymmetric FunctionSchubert CalculusRepresentation TheoryAnalytic Combinatorics	2005	284
Vanishing theorems and character formulas for the Hilbert scheme of points in the plane Mark Haiman Inventiones mathematicae Schubert CalculusRiemann-hilbert ProblemAlgebraic AnalysisReal Algebraic GeometryComplex Geometry	2002	247
Multigraded Hilbert schemes Mark Haiman, Bernd Sturmfels Journal of Algebraic Geometry	2004	175
Dual equivalence with applications, including a conjecture of Proctor Mark Haiman Discrete Mathematics Schubert CalculusAutomated ReasoningEquivalence CheckingUniversal AlgebraDual Equivalence	1992	168
Schubert polynomials for the classical groups Sara Billey, Mark Haiman Journal of the American Mathematical Society Coxeter GroupFinite GeometrySchubert CalculusRepresentation TheoryGeometry	1995	160
A graded representation model for Macdonald's polynomials. Adriano M. Garsia, Mark Haiman Proceedings of the National Academy of Sciences Schubert CalculusIrreducible RepresentationsRepresentation TheorySn Modules RmuRing Theory	1993	158
t, q-Catalan numbers and the Hilbert scheme Mark Haiman Discrete Mathematics Geometry Of NumberQ-catalan NumbersAlgebraic CombinatoricsSchubert Calculus	1998	137
Combinatorics, symmetric functions and Hilbert schemes Mark Haiman Current Developments in Mathematics	2002	129
Identities and positivity conjectures for some remarkable operators in the theory of symmetric functions François Bergeron, Adriano M. Garsia, Mark Haiman, Methods and Applications of Analysis Spectral TheoryMacdonald PolynomialsSymmetric FunctionLinear OperatorEngineering	1999	124

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