Abelian

Results: 699



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241WHAT IS STABLE COHOMOLOGY TELLING COMMUTATIVE ALGEBRAISTS? LUCHEZAR AVRAMOV Abstract. Stable cohomology is a functor defined on pairs of modules over arbitrary rings and taking values in Z-graded abelian groups. It

WHAT IS STABLE COHOMOLOGY TELLING COMMUTATIVE ALGEBRAISTS? LUCHEZAR AVRAMOV Abstract. Stable cohomology is a functor defined on pairs of modules over arbitrary rings and taking values in Z-graded abelian groups. It

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Source URL: www.math.ttu.edu

- Date: 2014-02-13 22:24:34
    242ISOMORPHISM RIGIDITY OF IRREDUCIBLE ALGEBRAIC Zd -ACTIONS BRUCE KITCHENS AND KLAUS SCHMIDT Abstract. An irreducible algebraic Zd -action α on a compact abelian group X is a Zd -action by automorphisms of X such that eve

    ISOMORPHISM RIGIDITY OF IRREDUCIBLE ALGEBRAIC Zd -ACTIONS BRUCE KITCHENS AND KLAUS SCHMIDT Abstract. An irreducible algebraic Zd -action α on a compact abelian group X is a Zd -action by automorphisms of X such that eve

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    Source URL: www.mat.univie.ac.at

    Language: English - Date: 2006-12-29 17:02:46
      243Chapter XII.  The endomorphism ring. § 1. First basic results about the endomorphism algebra. Let X and Y be abelian varieties over a field k. If f and g are homomorphisms from X to Y

      Chapter XII. The endomorphism ring. § 1. First basic results about the endomorphism algebra. Let X and Y be abelian varieties over a field k. If f and g are homomorphisms from X to Y

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      Source URL: www.math.ru.nl

      Language: English - Date: 2013-10-31 05:13:28
        244EXPLICIT CM-THEORY FOR LEVEL 2-STRUCTURES ON ABELIAN SURFACES ¨ REINIER BROKER, DAVID GRUENEWALD, AND KRISTIN LAUTER Abstract. For a complex abelian surface A with endomorphism ring isomorphic to

        EXPLICIT CM-THEORY FOR LEVEL 2-STRUCTURES ON ABELIAN SURFACES ¨ REINIER BROKER, DAVID GRUENEWALD, AND KRISTIN LAUTER Abstract. For a complex abelian surface A with endomorphism ring isomorphic to

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        Source URL: echidna.maths.usyd.edu.au

        Language: English - Date: 2011-07-19 12:28:25
        245R. van Bommel  Almost all hyperelliptic Jacobians have a bad semi-abelian prime Master’s thesis, 23 June 2014 Supervisor: dr. D. Holmes

        R. van Bommel Almost all hyperelliptic Jacobians have a bad semi-abelian prime Master’s thesis, 23 June 2014 Supervisor: dr. D. Holmes

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        Source URL: algant.eu

        Language: English - Date: 2014-07-04 06:58:52
        246Chapter II.  Line bundles and divisors on abelian varieties. In this chapter we study divisors on abelian varieties. One of the main goals is to prove that abelian varieties are projective. The Theorem of the Square (2.9

        Chapter II. Line bundles and divisors on abelian varieties. In this chapter we study divisors on abelian varieties. One of the main goals is to prove that abelian varieties are projective. The Theorem of the Square (2.9

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        Source URL: www.math.ru.nl

        Language: English - Date: 2013-10-31 05:13:29
          247Groups and Graphs, Algorithms and Automata  Plenary Talks On products of groups which contain almost abelian subgroups Bernhard Amberg

          Groups and Graphs, Algorithms and Automata Plenary Talks On products of groups which contain almost abelian subgroups Bernhard Amberg

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          Source URL: g2a2.imm.uran.ru

          Language: English
            248arXiv:0910.4777v1 [math.GT] 25 OctExtensions of Johnson’s and Morita’s homomorphisms that map to finitely generated abelian groups Matthew B. Day

            arXiv:0910.4777v1 [math.GT] 25 OctExtensions of Johnson’s and Morita’s homomorphisms that map to finitely generated abelian groups Matthew B. Day

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            Source URL: arxiv.org

            Language: English - Date: 2013-11-26 19:42:31
              249A class of latin squares derived from finite abelian groups Anthony B. Evans Wright State University  Anthony B. Evans (Wright State University)

              A class of latin squares derived from finite abelian groups Anthony B. Evans Wright State University Anthony B. Evans (Wright State University)

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              Source URL: web.cs.du.edu

              Language: English - Date: 2013-08-13 13:25:56
                250ERGODICITY AND MIXING OF NONCOMMUTING EPIMORPHISMS VITALY BERGELSON AND ALEXANDER GORODNIK Abstract. We study mixing properties of epimorphisms of a compact connected finite-dimensional abelian group X. In particular, we

                ERGODICITY AND MIXING OF NONCOMMUTING EPIMORPHISMS VITALY BERGELSON AND ALEXANDER GORODNIK Abstract. We study mixing properties of epimorphisms of a compact connected finite-dimensional abelian group X. In particular, we

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                Source URL: people.math.osu.edu

                Language: English - Date: 2005-12-28 16:20:40