The character table of a sharply 5-transitive subgroup of the alternating group of degree 12 [PDF]
International Journal of Group Theory, 2021 We calculate the character table of a sharply $5$-transitive subgroup of $\alter(12)$, and of a sharply $4$-transitive subgroup of $\alter(11)$. Our presentation of these calculations is new because we make no reference to the sporadic simple Mathieu
Nick Gill, Sam Hughes
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On a maximal subgroup of the Symplectic group Sp(4,4) [PDF]
AUT Journal of Mathematics and Computing, 2023 This paper is dealing with a split extension group of the form 26 :(3× A5), which is the largest maximal subgroup of the Symplectic group Sp(4, 4). We refer to this extension by G.
Ayoub Basheer
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On a Maximal Subgroup of the Affine General Linear Group of GL(6, 2) [PDF]
Advances in Group Theory and Applications, 2021 The affine general linear group 2^5:GL(5, 2) of GL(6, 2) has 6 conjugacy classes of maximal subgroups. The largest maximal subgroup is a group of the form 2^(1+8)_+ : GL(4, 2). In this paper we firstly determine the conjugacy classes of G using the coset
Ayoub B.M. Basheer, Jamshid Moori
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Symmetry of tetrahydroxycalix[4]arenes [PDF]
Journal of the Serbian Chemical Society, 2006 Graph theory provides an elegant and natural representation of molecular symmetry and the resulting group expressed in terms of permutations is isomorphic to the permutation-inversion group of Longuet-Higgins.
Gholami A. +3 more
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On the Projective Character Tables of the Maximal Subgroups of M11, M12 and Aut(M12) [PDF]
Advances in Group Theory and Applications, 2021 In this paper, the Schur multiplier and irreducible projective character tables IrrProj(G, alpha_i) with corresponding factor sets alpha_i for each maximal subgroup G of the sporadic simple Mathieu groups M11, M12 and the automorphism group Aut(M12) of ...
Abraham Love Prins
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Q-Conjugacy character table for the non-rigid group of 2,3-dimethylbutane [PDF]
Journal of the Serbian Chemical Society, 2009 Maturated and unmaturated groups were introduced by the Japanese chemist Shinsaku Fujita, who used them in the markaracter table and the Q-conjugacy character table of a finite group.
MOHAMMAD REZA DARAFSHEH, ALI MOGHANI
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Anxiety from receiving news about covid-19: The role of character strength
Humanitas: Indonesian Psychological Journal, 2021 The spread of covid-19 is happening in all countries, including Indonesia. The number of positive patients in Indonesia continues to increase. Whereas the news related to covid-19 informed by various media tend to cause psychological disorders ...
Junaidin Junaidin +2 more
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On an imprimitive maximal subgroup of $SU_7(2)$ [PDF]
AUT Journal of Mathematics and ComputingThe special unitary group $SU_{n}(q)$ has a maximal imprimitive subgroup with the structure $(q+1)^{n-1}{:}S_{n}$. The exceptions when the subgroup is not maximal are $SU_{3}(5)$, $SU_{4}(3)$ and $SU_{6}(2)$.
David Musyoka +3 more
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Affective Learning Strategy and Lecturers’ Exemplary: Do They Affect in Shaping Scholars’ Character?
Al-Ishlah: Jurnal Pendidikan, 2022 Factors affecting students' character are very various. In this case, it needs a certain study that reveals several specific factors affecting students' character.
Mujiyanto Mujiyanto
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A Maximal Subgroup 2^{4+6}:(A_5 x 3) of G_2(4) Treated as a Non-Split Extension \overline{G} = 2^{6·}(2^4:(A_5 x 3)) [PDF]
Advances in Group Theory and Applications, 2020 The maximal subgroup $2^{4+6}{:}(A_5\times3)$ of the Chevalley group $G_2(4)$ is isomorphic to a non-split extension group of the shape $\overline{G}=2^{6}{{}^\cdot}(2^4{:}(A_5\times3))$.
Abraham Love Prins
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