Postnikov, Alexander - Department of Mathematics, Massachusetts Institute of Technology (MIT)

• ENUMERATION OF SPANNING TREES OF GRAPHS Igor Pak, Alexander Postnikov
• COUNTING MORSE CURVES AND LINKS ALEXANDER POSTNIKOV
• On the Xrays of permutations Cecilia Bebeacua
• A lattice path approach to counting partitions with minimum rank t
• TOTAL POSITIVITY, GRASSMANNIANS, AND NETWORKS ALEXANDER POSTNIKOV
• Enumeration in Algebra and Geometry Alexander Postnikov
• On a Quantum Version of Pieri's Formula Alexander Postnikov
• JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
• COMBINATORICS OF HYPERGEOMETRIC FUNCTIONS ASSOCIATED WITH POSITIVE ROOTS
• BRANCHED POLYMERS AND HYPERPLANE ARRANGEMENTS
• On the X-rays of permutations Cecilia Bebeacua
• COUNTING MORSE CURVES AND LINKS ALEXANDER POSTNIKOV
• arXiv:math.CO/0601339 What power of two divides a weighted Catalan
• arXiv:math.CO/0301110v314Feb2003 TREES, PARKING FUNCTIONS, SYZYGIES, AND
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• arXiv:math.CO/0502446v39Dec2005 SCHUR POSITIVITY AND SCHUR LOG-CONCAVITY
• arXiv:math.CO/0502363 CHAINS IN THE BRUHAT ORDER
• arXiv:math.CO/0501246 ALCOVED POLYTOPES I
• This article appeared in a journal published by Elsevier. The attached copy is furnished to the author for internal non-commercial research
• arXiv:math.RT/0502147v17Feb2005 A COMBINATORIAL MODEL FOR CRYSTALS OF KAC-MOODY ALGEBRAS
• Results from MathSciNet: Mathematical Reviews on the Web c Copyright American Mathematical Society 2002
• PERMUTOHEDRA, ASSOCIAHEDRA, AND BEYOND ALEXANDER POSTNIKOV
• On a Quantum Version of Pieri's Formula Alexander Postnikov
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• arXiv:math.RT/0309207 AFFINE WEYL GROUPS IN K-THEORY AND
• TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
• arXiv:0709.3962v1[math.RT]25Sep2007 COMBINATORIAL GELFAND MODELS
• TOTAL POSITIVITY, GRASSMANNIANS, AND NETWORKS ALEXANDER POSTNIKOV
• arXiv:math.CO/0507163v17Jul2005 PERMUTOHEDRA, ASSOCIAHEDRA, AND BEYOND
• arXiv:math.CO/0501246v116Jan2005 ALCOVED POLYTOPES I
• Formal Power Series and Algebraic Combinatorics Series Formelles et Combinatoire Algebrique
• arXiv:math.RT/0309207v23Jun2004 AFFINE WEYL GROUPS IN K-THEORY AND
• arXiv:math.CO/0206077v18Jun2002 QUANTUM BRUHAT GRAPH AND SCHUBERT POLYNOMIALS
• AFFINE APPROACH TO QUANTUM SCHUBERT CALCULUS
• AFFINE APPROACH TO QUANTUM SCHUBERT CALCULUS
• DUKE MATHEMATICAL JOURNAL Vol. 111, No. 2, c 2002
• arXiv:math.CO/0009241v129Sep2000 SYZYGIES OF ORIENTED MATROIDS
• Discrete Mathematics 249 (2002) 3139 www.elsevier.com/locate/disc
• Z .Journal of Algebra 233, 594 613 2000 doi:10.1006rjabr.2000.8441, available online at http:rrwww.idealibrary.com on
• IMRN International Mathematics Research Notices 2000, No. 14
• Journal of Combinatorial Theory, Series A 91, 544 597 (2000) Deformations of Coxeter Hyperplane Arrangements1
• IMRN International Mathematics Research Notices 1999, No. 8
• arXiv:math.AG/990107519Jan1999 ALGEBRAS OF CURVATURE FORMS
• Results from MathSciNet: Mathematical Reviews on the Web c Copyright American Mathematical Society 2002
• JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
• Results from MathSciNet: Mathematical Reviews on the Web c Copyright American Mathematical Society 2002
• COMBINATORICS OF HYPERGEOMETRIC FUNCTIONS ASSOCIATED WITH POSITIVE ROOTS
• Results from MathSciNet: Mathematical Reviews on the Web c Copyright American Mathematical Society 2002
• Noncommutative Lagrange Theorem and Inversion Polynomials Igor Pak, Alexander Postnikov, Vladimir Retakh
• arXiv:math.RT/0502147 A COMBINATORIAL MODEL FOR CRYSTALS OF KAC-MOODY ALGEBRAS
• arXiv:math/0609184v2 FACES OF GENERALIZED PERMUTOHEDRA
• AFFINE APPROACH TO QUANTUM SCHUBERT CALCULUS ALEXANDER POSTNIKOV
• arXiv:math.CO/0206077 QUANTUM BRUHAT GRAPH AND SCHUBERT POLYNOMIALS
• arXiv:math.AG/9901075 ALGEBRAS OF CURVATURE FORMS
• arXiv:math.CO/0009241 SYZYGIES OF ORIENTED MATROIDS
• JHEP07(2002)017 Published by Institute of Physics Publishing for SISSA/ISAS
• PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
• arXiv:math.CO/0301110 TREES, PARKING FUNCTIONS, SYZYGIES, AND
• journal of combinatorial theory, Series A 79, 360 366 (1997) Intransitive Trees
• arXiv:0706.2501v1[math.AG]17Jun2007 MATCHING POLYTOPES, TORIC GEOMETRY, AND THE
• R u t c o r R e p o r t
• arXiv:math.RT/0005021 On Characters of Weyl Groups
• arXiv:math.CO/0205179 SMOOTHNESS OF SCHUBERT VARIETIES VIA PATTERNS IN
• arXiv:math.QA/9909124 Littlewood-Richardson Coecients via Yang-Baxter Equation
• arXiv:math.CO/0601339v216Jan2006 What power of two divides a weighted Catalan
• arXiv:math.CO/0009174v222Sep2000 Symmetries of Gromov-Witten Invariants
• Noncommutative Lagrange Theorem and Inversion Polynomials Igor Pak, Alexander Postnikov, Vladimir Retakh
• Oscillating Tableaux, S p modules, and
• PERMUTOHEDRA, ASSOCIAHEDRA, AND BEYOND ALEXANDER POSTNIKOV
• ENUMERATION OF SPANNING TREES OF GRAPHS Igor Pak, Alexander Postnikov
• Discrete Mathematics 226 (2001) 355358 www.elsevier.com/locate/disc
• Advances in Applied Mathematics 34 (2005) 447466 www.elsevier.com/locate/yaama
• PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
• arXiv:math.CO/0009174 Symmetries of Gromov-Witten Invariants
• arXiv:math/0609184v2[math.CO]18May2007 FACES OF GENERALIZED PERMUTOHEDRA
• arXiv:math.CO/0502363v116Feb2005 CHAINS IN THE BRUHAT ORDER
• arXiv:0806.0440v1[math.CO]3Jun2008 GENERALIZED PARKING FUNCTIONS, DESCENT NUMBERS, AND
• JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY
• Enumeration in Algebra and Geometry by
• Symmetries of Gromov-Witten Invariants Alexander Postnikov
• Enumeration in Algebra and Geometry Alexander Postnikov
• arXiv:0709.3259v1[math.CO]20Sep2007 BRUHAT ORDER, SMOOTH SCHUBERT VARIETIES,
• Results from MathSciNet: Mathematical Reviews on the Web c Copyright American Mathematical Society 2002
• R u t c o r R e p o r t
• Curriculum Vitae of Alexander Postnikov Department of Mathematics Email address: apost@math.mit.edu
• INTRANSITIVE TREES Alexander Postnikov
• arXiv:math.CO/0507163 PERMUTOHEDRA, ASSOCIAHEDRA, AND BEYOND
• TREES, PARKING FUNCTIONS, SYZYGIES, AND DEFORMATIONS OF MONOMIAL IDEALS
• INTRANSITIVE TREES Alexander Postnikov
• SMOOTHNESS OF SCHUBERT VARIETIES VIA PATTERNS IN ROOT SYSTEMS
• QUANTUM BRUHAT GRAPH AND SCHUBERT POLYNOMIALS ALEXANDER POSTNIKOV
• Noncommutative Lagrange Theorem and Inversion Polynomials Igor Pak, Alexander Postnikov, Vladimir Retakh
• AFFINE APPROACH TO QUANTUM SCHUBERT CALCULUS ALEXANDER POSTNIKOV
• Chern Forms on Flag Manifolds and Forests (Extended Abstract)
• ENUMERATION OF SPANNING TREES OF GRAPHS Igor Pak, Alexander Postnikov
• Curriculum Vitae of Alexander Postnikov Department of Mathematics Email address: apost@math.mit.edu
• On a Quantum Version of Pieri's Formula Alexander Postnikov
• AFFINE WEYL GROUPS IN K-THEORY AND REPRESENTATION THEORY
• TOTAL POSITIVITY, GRASSMANNIANS, AND NETWORKS ALEXANDER POSTNIKOV