Advances In Algebra And Combinatorics Proceedings of the Second International Congress in Algebra and Cominatorics Guangzhou 1st Edition by Kar Ping Shum Efim Zelmanov, Shangzhi Li, Jiping Zhang ISBN 9812790004 9789812790002 by K. P. Shum, E. Zelmanov, Jiping Zhang, Li Shangzhi 9812790004 instant download after payment.

Advances In Algebra And Combinatorics Proceedings of the Second International Congress in Algebra and Cominatorics Guangzhou 1st Edition by Kar Ping Shum Efim Zelmanov, Shangzhi Li, Jiping Zhang - Ebook PDF Instant Download/Delivery: 9812790004, 9789812790002
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Product details:

ISBN 10: 9812790004 
ISBN 13: 9789812790002
Author: Kar Ping Shum Efim Zelmanov, Shangzhi Li, Jiping Zhang

Advances In Algebra And Combinatorics Proceedings of the Second International Congress in Algebra and Cominatorics Guangzhou 1st Table of contents:

• Part I: Algebra

  • Group Theory and Related Topics
    • Papers on finite groups, infinite groups, permutation groups, character theory, representation theory, soluble groups, p-groups, etc.
  • Ring Theory and Module Theory
    • Papers on commutative rings, noncommutative rings, associative algebras, Lie algebras, modules, homological algebra, K-theory, etc.
  • Field Theory and Galois Theory
    • Papers on field extensions, Galois groups, algebraic number theory, algebraic function fields.
  • Linear Algebra and Matrix Theory
    • Papers on matrix equations, spectral properties, tensors, numerical linear algebra.
  • Universal Algebra and Lattices
    • Papers on universal algebra, lattice theory, ordered algebraic structures.
  • Other Algebraic Structures
    • Papers on semigroups, monoids, quasigroups, non-associative algebras.

• Part II: Combinatorics

  • Graph Theory
    • Papers on extremal graph theory, random graphs, graph coloring, graph minors, network theory, topological graph theory, algorithmic graph theory.
  • Combinatorial Designs and Block Designs
    • Papers on Steiner systems, Latin squares, Hadamard matrices, combinatorial designs in coding theory and cryptography.
  • Enumerative Combinatorics
    • Papers on generating functions, recurrence relations, partitions, permutations, tableaux, q-analogs.
  • Combinatorial Optimization and Algorithms
    • Papers on network flows, matroids, approximation algorithms, computational complexity of combinatorial problems.
  • Combinatorial Number Theory
    • Papers on additive combinatorics, combinatorial properties of integers.
  • Set Theory and Order Theory
    • Papers on partially ordered sets (posets), lattices, Sperner's theorem.

• Part III: Interdisciplinary and Applied Topics

  • Algebraic Combinatorics
    • Papers specifically at the intersection, e.g., algebraic graph theory, representation theory of symmetric groups, connections to physics.
  • Coding Theory
    • Papers on algebraic codes, convolutional codes, error-correcting codes.
  • Cryptography
    • Papers on algebraic structures in cryptography, design of cryptographic algorithms.
  • Computational Algebra and Combinatorics
    • Papers on algorithms for algebraic problems, computational complexity of combinatorial problems.
  • Applications in Computer Science and Engineering
    • Papers on applications in algorithms, data structures, bioinformatics, network design.

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Tags: Kar Ping Shum Efim Zelmanov, Shangzhi Li, Jiping Zhang, Advances, Combinatorics