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Exam 2001

Exam questions and solutions in LaTex

Added By:	Mathbank
Added On:	22 Apr 2009 14:03
Tags:	Exam Answer, Subgroups, subgroups normal subgroups Lagrange, Finite Groups, permutations cycle structures, direct products symmetry permutation groups, Exam Question, group axioms binary operations, Conjugacy and Normal Subgroups, Symmetry Groups, Homomorphism and Isomorphism, Burnside rotational group , mathbank, homomorphisms isomorphisms Cayley tables, Permutation Groups, Group Theory
Permissions:	World
Link:	http://www.edshare.soton.ac.uk/2513/
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permutations and cycle structures

L^aT_eX

$permutations and cycle structures$ permutations and cycle structures	$homomorphisms, isomorphisms and Cayley tables$ homomorphisms, isomorphisms and Cayley tables	$group axioms and binary operations$ group axioms and binary operations	$Burnside's formula and the rotational group of a cube$ Burnside's formula and the rotational group of a cube	$subgroups, normal subgroups and Lagrange's theorem$ subgroups, normal subgroups and Lagrange's theorem
$direct products, symmetry and permutation groups$ direct products, symmetry and permutation groups

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