Algorithmic and Experimental Methods in Algebra, Geometry, and Number Theory

Algorithmic and Experimental Methods in Algebra, Geometry, and Number Theory

Decker, Wolfram; Malle, Gunter; Boeckle, Gebhard

Springer International Publishing AG

03/2018

763

Dura

Inglês

9783319705651

15 a 20 dias


ebook

Descrição não disponível.
Introduction.- Baechle et al: Algorithmic aspects of units in group rings.- M. Barakat et al: A constructice approach to the module of twisted glocal sections on relative projective spaces.- J. Boehm et al: Local to global algorithms for the Gorenstein adjoint ideal of a curve.- M. Boerner et al: Picard curves with small conductor.- W. Bruns et al: Normaliz 2013-2016.- T. Centeleghe et al: Integral Frobenius for abelian varieties with real multiplication.- M. Dettweiler et al: Monodromy of the multiplicative and the additive convolution.- B. Eick et al: Constructing groups of 'small' order: Recent results and open problems.- B. Eick et al: Classifying nilpotent associative algebras: small coclass and finite fields.- A. Fruehbis-Krueger et al: Desingularization of arithmetic surfaces: algorithmic aspects.- A. Gathmann et al: Moduli spaces of curves in tropical varieties.- A. Gathmann et al: Tropical moduli spaces of stable maps to a curve.- M. Geck et al: Invariant bilinear forms on W-graph representations and linear algebra over integral domains.- S. Hampe et al: Tropical computations in polymake.- M. Hoff: Focal schemes to families of secant spaces to canonical curves.- T. Hoge et al: Inductive and recursive freeness of localizations of multiarrangements.- L. Kastner: Toric ext and tor in polymake and Singular: The twodimensional case and beyond.- M. Lange-Hegermann et al: The differential dimension polynomial for characterizable differential ideals.- V. Levandovskyy: Factorization of Z-homogeneous polynomials in the first q-Weyl algebra.- E.W. Mayr et al: Complexity of membership problems of different types of polynomial ideals.- T. Moeller et al: Localizations of inductively factored arrangements.- G. Nebe et al: One class genera of lattice chains over number fields.- A. Paffenholz: polyDB: A database for polytopes and related objects.- G. G. Pfister et al: Construction of neron desingularization for two-dimensional rings. - T. Rossmann et al: A framework for computing zeta functions of groups, algebras, and modules.- A. Shalile: On decomposition numbers of diagram algebras.- U. Spreckels et al: Koblitz' conjecture for abelian varieties.- M. Stoll: Chabauty without the Mordell-Weil group.- M. Stoll: An explicit theory of heights for hyperelliptic Jacobians of genus three.- T. Theobald: Some recent developments in spectrahedral computation.- G. Wiese et al: Topics on modular Galois representations modulo prime powers.
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Computer Algebra;Computational Group Theory;Finite Group Theory;Reflection Arrangements;Associative Algebras;Representation Theory;Computational Algebraic Geometry;Groebner Bases;Tropical Geometry;Polyhedral Geometry;Lattices;Modular Forms;Arithmetic Geometry;Jacobians and Abelian Varieties;Rational Points;Real and Complex Multiplication