0/1 Polytopes with Quadratic Chv´ atal Rank Thomas Rothvoß and

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• Commutative algebra
• Integral element
• Ring theory

THE PERIODIC HOPF RING OF CONNECTIVE MORAVA K-THEORY J. MICHAEL BOARDMAN, RICHARD L. KRAMER, AND W. STEPHEN WILSON Abstract. Let K(n)∗ (−) denote the n-th periodic Morava K-theory for any fixed odd prime p. Let k(n)

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• Commutative algebra
• Algebraic topology
• Ring theory
• Polynomials
• Homotopy theory
• Polynomial ring
• EilenbergMacLane space
• Hopf algebra
• Binomial coefficient
• Steenrod algebra

943 Documenta Math. p-Jets

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• Commutative algebra
• Ring theory
• Measure theory
• Invariant theory
• Polynomial ring
• Polynomials
• Symbol
• Limit of a function
• Universal property
• Absolute continuity
• Discrete valuation ring

165 Documenta Math. On the Leading Terms of Zeta Isomorphisms and p-Adic L-functions in Non-Commutative Iwasawa Theory

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• Algebraic geometry
• Homological algebra
• Symbol
• Valuation
• Sheaf
• Motive
• Ring
• Orbifold
• Holomorphic functional calculus

LOCALLY TAME PLANE POLYNOMIAL AUTOMORPHISMS JOOST BERSON, ADRIEN DUBOULOZ, JEAN-PHILIPPE FURTER, AND STEFAN MAUBACH Abstract. For automorphisms of a polynomial ring in two variables over a domain R, we show that local ta

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• Commutative algebra
• Ring theory
• Algebraic structures
• Ring
• Morphism of algebraic varieties
• Polynomial ring
• Commutative ring
• Dedekind domain
• Integral element
• Divisor
• Automorphism

MIMS Technical Report No) QUASI-SOCLE IDEALS AND GOTO NUMBERS OF PARAMETERS SHIRO GOTO, SATORU KIMURA, TRAN THI PHUONG, AND HOANG LE TRUONG Abstract. Goto numbers g(Q) = max{q ∈ Z | Q : mq is integra

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• Commutative algebra
• Gorenstein ring
• CohenMacaulay ring
• Krull dimension
• Integral element
• Regular sequence
• Ring
• Local ring
• Complete intersection ring
• Regular local ring
• Gorenstein scheme

in: D. E. Dobbs, M. Fontana, S.-E. Kabbaj (eds.), Advances in Commutative Ring Theory (Fes III ConfLecture Notes in Pure and Appl. Mathematics 205, Dekker 1999, pp 323–336. POLYNOMIAL FUNCTIONS ON

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Contemporary Mathematics Computation of Syzygies Over Non-Commutative Rings Holger Bluhm and Martin Kreuzer This paper is dedicated to Gerhard Rosenberger on occasion of his 60th birthday. Abstract. This paper is devote

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• Algebra
• Abstract algebra
• Mathematics
• Algebraic geometry
• Commutative algebra
• Ring theory
• Ring
• Grbner basis

First Joint Meeting Brazil Italy of Mathematics Special Session, S6: Commutative Algebra and its Interactions Rio de Janeiro, August 29 - September 02, 2016 Title: Embedding the Grassmann Cone in a Polynomial Ring Author

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Open problems in commutative ring theory Paul-Jean Cahen , Marco Fontana y, Sophie Frisch zand Sarah Glaz December 23, 2013 Abstract

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