Achaku David Terna, Abam Ayeni Omini
Abstract
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Classification of the p-subgroups of the finite group of order 12 was done using Cauchy’s Lagrange’s and Sylow’s Theorems up to Isomorphism subgroups and related to the Dihedral group of order 20 (D2n) in Chemical Bonding.
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Classification of the p-subgroups of the finite group of order 12 was done using Cauchy’s Lagrange’s and Sylow’s Theorems up to Isomorphism subgroups and related to the Dihedral group of order 20 (D2n) in Chemical Bonding.
Key concepts: Sylow theorems, Wreath product, Dihedral group, Mathematics, Isomorphism (crystallography), Permutation group, Order (exchange), p-group