Class-preserving Coleman automorphisms of some classes of finite groups by Hai Jingjing, Li Zhengxing, Ling Xian

“…Class-preserving Coleman automorphisms of finite groups occur naturally in the study of the normalizer problem. …”
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FREE FINITE GROUP ACTIONS ON RATIONAL HOMOLOGY 3-SPHERES by ALEJANDRO ADEM, IAN HAMBLETON

“…We use methods from the cohomology of groups to describe the finite groups which can act freely and homologically trivially on closed 3-manifolds which are rational homology spheres.…”
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Separation of Variables and the Computation of Fourier Transforms on Finite Groups, II by David Maslan, Daniel N. Rockmore, Sarah Wolff

“…Ourmethods give improved upper bounds for computing the Fourier transform for the general linear groups over finitefields, the classical Weyl groups, and homogeneous spaces of finite groups.…”
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Words and polynomial invariants of finite groups in non-commutative variables by Anouk Bergeron-Brlek, Christophe Hohlweg, Mike Zabrocki

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Cherednik and Hecke Algebras of Varieties with a Finite Group Action by Etingof, Pavel I

“…Let G be a finite group of linear transformations of a finite dimensional complex vector space V. …”
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Solving xz=y^2 in certain subsets of finite groups by Sanders, T

“…Suppose that G is a finite group and A € G has no non-trivial solutions to xz = y2. …”

Finite groups satisfying a certain 3-local condition by Wilson, S, Wilson, Stephen S.

Subjects:

The probability of generating a nilpotent subgroup of a finite group by Wilson, J

FINITE-GROUPS HAVING SUBGROUPS OF ODD ORDER WITH SMALL AUTOMIZERS by Collins, M

Generators and commutators in finite groups; abstract quotients of compact groups by Nikolov, N, Segal, D

“…The first part of the paper establishes results about products of commutators in a d-generator finite group G, for example: if H {contains as normal subgroup} G = 〈g 1,.g r〉 then every element of the subgroup [H, G] is a product of f(r) factors of the form [h 1,g 1][h 1′,g 1-1].…”

The probability of generating a soluble subgroup of a finite group by Wilson, J

Generators and commutators in finite groups; abstract quotients of compact groups by Nikolov, N, Segal, D

“…Let N be a normal subgroup of a finite group G. We prove that under certain (unavoidable) conditions the subgroup [N,G] is a product of commutators [N,y] (with prescribed values of y from a given set Y) of length bounded by a function of d(G) and |Y| only. …”

Some considerations on the n-th commutativity degrees of finite groups by Erfanian, A., Tolue, Erfanian, Sarmin, N. H.

“…Let G be a finite group and n a positive integer. The n-th commutativity degree P-n(G) of G is the probability that the n-th power of a random element of G commutes with another random element of G. …”
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The topological indices of non-commuting graph of a finite group by Jahandideh, Maryam, Sarmin, Nor Haniza, Omer, Sanaa Mohamed Saleh

“…Assume G is a non-abelian finite group. The non-commuting graph GG of G is defined as a graph with vertex set G - Z(G) in which Z(G) is the center of G and two distinct vertices x and y are joined if and only if xy ? …”

Generalized commutativity degrees of some finite groups and their related graphs by Abdul Hamid, Muhanizah

“…The commutativity degree of a finite group G is the probability that two randomly chosen elements of the group G commute and is denoted as P(G). …”
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The Laplacian energy of conjugacy class graph of some finite groups by Mahmoud, Rabiha, Ahmad Fadzil, Amira Fadina, Sarmin, Nor Haniza, Erfanian, Ahmad

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The independence and clique polynomials of the center graphs of some finite groups by Najmuddin, Nabilah, Sarmin, Nor Haniza, Erfanian, Ahmad

Fourier analysis on finite groups with applications in signal processing and system design / by Stankovic, Radomir S., 1952-, Moraga, Claudio, Astola, Jaakko

The schur multiplier, nonabelian tensor square and capability of some finite groups / by Samad Rashid, 1968-, Nor Haniza Sarmin, supervisor, Muhainiah Mohd. Ali, supervisor, Ahmad Erfanian, Fakulti Sains

Irreducible representations of some finite groups and galois stability of integral representations / by Zainab Yahya, 1990-, Nor Muhainiah Mohd. Ali, Nor Haniza Sarmin, Fakulti Sains