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Perfect group

  • Arxiv:2006.00374V4 [Math.GT] 28 May 2021

    Arxiv:2006.00374V4 [Math.GT] 28 May 2021

  • Torsion Homology and Cellular Approximation 11

    Torsion Homology and Cellular Approximation 11

  • Projective Representations of Groups

    Projective Representations of Groups

  • On Certain F-Perfect Groups

    On Certain F-Perfect Groups

  • The Double Cover of the Icosahedral Symmetry Group and Quark Mass

    The Double Cover of the Icosahedral Symmetry Group and Quark Mass

  • Some Results on Pseudo-Collar Structures on High-Dimensional Manifolds Jeffrey Joseph Rolland University of Wisconsin-Milwaukee

    Some Results on Pseudo-Collar Structures on High-Dimensional Manifolds Jeffrey Joseph Rolland University of Wisconsin-Milwaukee

  • [Math.GR] 13 Sep 2007

    [Math.GR] 13 Sep 2007

  • Solvable Quotients of Subdirect Products of Perfect Groups Are Nilpotent

    Solvable Quotients of Subdirect Products of Perfect Groups Are Nilpotent

  • Linear Algebraic Groups and K-Theory

    Linear Algebraic Groups and K-Theory

  • An Introduction to the Cohomology of Groups Peter J

    An Introduction to the Cohomology of Groups Peter J

  • Commutators in Finite Quasisimple Groups

    Commutators in Finite Quasisimple Groups

  • Stable Commutator Length and Quasimorphisms As Discussed with Prof

    Stable Commutator Length and Quasimorphisms As Discussed with Prof

  • On Perfect Group Rings

    On Perfect Group Rings

  • Generating Finite Completely Reducible Linear Groups

    Generating Finite Completely Reducible Linear Groups

  • Noncommutative Determinant Is Hard: a Simple Proof Using an Extension of Barrington’S Theorem

    Noncommutative Determinant Is Hard: a Simple Proof Using an Extension of Barrington’S Theorem

  • K1 and K2 of a RING Let R Be an Associative Ring with Unit. in This

    K1 and K2 of a RING Let R Be an Associative Ring with Unit. in This

  • The Icosahedral Group and the Homotopy of the Stable Mapping Class Group

    The Icosahedral Group and the Homotopy of the Stable Mapping Class Group

  • Unusual Way of Looking at a Finite Group As Subgroup of a Special Linear Group

    Unusual Way of Looking at a Finite Group As Subgroup of a Special Linear Group

Top View
  • Drinfeld Doubles for Finite Subgroups of SU(2) and SU(3) Lie Groups
  • The Laitinen Conjecture for Finite Solvable Oliver Groups
  • E8, the Na Yin and the Central Palace of Qi Men Dun Jia
  • Linear Algebraic Groups and K-Theory Notes in Collaboration with Hinda Hamraoui, Casablanca
  • V-Perfect Groups* by MRR Moghaddam and S
  • Equivariant Semicharacteristics and Induction
  • Cartesian Closed Classes of Perfect Groups
  • SPHERICAL SPACE FORMS REVISITED in Chapters 4
  • Perfect Numbers and Groups
  • THE SCHUR MULTIPLIER of FINITE SYMPLECTIC GROUPS by Louis Funar & Wolfgang Pitsch
  • Capable and -Perfect Groups
  • Finitely Annihilated Groups 3
  • Chapter 2 Linear Groups
  • 1. Group Actions and Other Topics in Group Theory
  • Transitive Linear Groups and Linear Groups Which Contain Irreducible Subgroups of Prime Order*
  • FOLIATED COBORDISM CLASSES of CERTAIN FOLIATED S'-BUNDLES OVER SURFACES I~ THIS Paper We Prove That the Godbillon-Vey Invariant
  • A Geometric Reverse to the Plus Construction and Some Examples of Pseudo-Collars on High-Dimensional Manifolds
  • Multiplicative Maps on Invertible Matrices That Preserve Matricial Properties


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