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Cayley tables, cycles structures and conjugacy classes
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    Cayley tables, cycles structures and conjugacy classes
    Cayley tables, cycles structures and conjugacy classes
    (LaTeX)
    first isomorphism theorem
    first isomorphism theorem
    (LaTeX)
    Burnside's lemma and group actions
    Burnside's lemma and group actions
    (LaTeX)
    homomorphisms, isomorphisms, abelian groups and permutations
    homomorphisms, isomorphisms, abelian groups and permutations
    (LaTeX)
    normal subgroups, abelian groups and the rotational group of the cube
    normal subgroups, abelian groups and the rotational group of the cube
    (LaTeX)
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    6 files in this resource

    Exam 1999

    Exam questions and solutions in LaTex

    Added By: Justin Bradley
    Date Added: 22 Apr 2009 11:51
    Tags: Exam Answer, Subgroups, Burnside group actions, Finite Groups, Group Actions, Cosets and Quotient groups, Abelian Groups, Exam Question, Conjugacy and Normal Subgroups, normal subgroups abelian groups rotational group, Cayley tables cycle structures conjugacy classes, first isomorphism theorem, Homomorphism and Isomorphism, homomorphisms isomorphisms abelian permutations, mathbank, Permutation Groups, Group Theory, Lagrange subgroups cosets
    Viewing permissions: World
    URL: http://hub.edshare.ac.uk/id/eprint/2847
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