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Wreath product

  • The Wreath Product Principle for Ordered Semigroups Jean-Eric Pin, Pascal Weil

    The Wreath Product Principle for Ordered Semigroups Jean-Eric Pin, Pascal Weil

  • Proper Actions of Wreath Products and Generalizations

    Proper Actions of Wreath Products and Generalizations

  • Deformations of Functions on Surfaces by Isotopic to the Identity Diffeomorphisms

    Deformations of Functions on Surfaces by Isotopic to the Identity Diffeomorphisms

  • Fourier Bases for Solving Permutation Puzzles

    Fourier Bases for Solving Permutation Puzzles

  • Entropy and Isoperimetry for Linear and Non-Linear Group Actions

    Entropy and Isoperimetry for Linear and Non-Linear Group Actions

  • Wreath Products in Permutation Group Theory

    Wreath Products in Permutation Group Theory

  • The Automorphism Group of the Wreath Product of Finite Groups

    The Automorphism Group of the Wreath Product of Finite Groups

  • Symmetries in Physics WS 2018/19

    Symmetries in Physics WS 2018/19

  • Wreath Products, Sylow's Theorem and Fermat's Little Theorem

    Wreath Products, Sylow's Theorem and Fermat's Little Theorem

  • Wreath Operations in the Group of Automorphisms of the Binary Tree

    Wreath Operations in the Group of Automorphisms of the Binary Tree

  • Unravelling the (Miniature) Rubik's Cube Through Its Cayley Graph

    Unravelling the (Miniature) Rubik's Cube Through Its Cayley Graph

  • Wreath Products and Varieties of Inverse Semigroups Examining Committee: Chairman: Dr

    Wreath Products and Varieties of Inverse Semigroups Examining Committee: Chairman: Dr

  • Arxiv:1907.02262V5 [Math.GR] 22 May 2021

    Arxiv:1907.02262V5 [Math.GR] 22 May 2021

  • Computational Understanding and Manipulation of Symmetries

    Computational Understanding and Manipulation of Symmetries

  • (3) N Rt = O. T=I X< = Gp(L + *<* I X E A) (T=L

    (3) N Rt = O. T=I X< = Gp(L + *<* I X E A) (T=L

  • Explorations of the Rubik's Cube Group

    Explorations of the Rubik's Cube Group

  • A WREATH PRODUCT APPROACH to CLASSICAL SUBGROUP THEOREMS by Luis RIBES and Benjamin STEINBERG ) the Purpose of This Paper Is To

    A WREATH PRODUCT APPROACH to CLASSICAL SUBGROUP THEOREMS by Luis RIBES and Benjamin STEINBERG ) the Purpose of This Paper Is To

  • Constructions in Public-Key Cryptography Over Matrix Groups

    Constructions in Public-Key Cryptography Over Matrix Groups

Top View
  • Algebraic K-Theory of Groups Wreath Product with Finite Groups
  • Commutativity Degrees of Wreath Products of Finite Abelian Groups
  • Adventures in Group Theory: Rubik's Cube, Merlin's Machine, and Other
  • Wreath Products of Semigroup Varieties
  • The Base Group of a Finite Wreath Product
  • The Global Symmetry Group of First Order Differential Equations and The
  • Arxiv:1906.00858V2 [Math.RT] 18 Jun 2020 X Wf = F O G =∼ F O G
  • Group Theory and the Rubik's Cube
  • Arxiv:2012.04615V3 [Math.NT] 1 Apr 2021
  • Wreath Products by the Symmetric Groups and Product Posets of Young’S Lattices
  • Normal Subgroups of Iterated Wreath Products of Symmetric Groups And
  • The Wreath Product of Atoms of the Lattice of Semigroup Varieties
  • Wreath Product Symmetric Functions 1 Introduction
  • Homology Stability for Symmetric Diffeomorphisms and Mapping
  • (With Nikolay Nikolov), Bounded Generation of Wreath Products
  • On Group Theory for Quantum Gates and Quantum Coherence Michel Planat, Philippe Jorrand
  • Arxiv:1512.07044V1 [Math.GR] 22 Dec 2015
  • The Group Structure of the Rubik's Cube


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