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Cayley tables, cycle structures and conjugacy classes | first isomorphism theorem | Burnside's lemma and group actions | homomorphisms, isomorphisms, abelian groups and permutations | normal subgroups, abelian groups and the rotational group of the cube |
Exam 1999 pdf
Exam questions and solutions in PDF
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Mathbank
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| Date Added: | 22 Apr 2009 11:44 |
| Tags: | Exam Answer, Subgroups, Exam Question, Conjugacy and Normal Subgroups, Burnside group actions, normal subgroups abelian groups rotational group, Cayley tables cycle structures conjugacy classes, Finite Groups, first isomorphism theorem , Homomorphism and Isomorphism, homomorphisms isomorphisms abelian permutations, Group Actions, Cosets and Quotient groups, mathbank, Abelian Groups, Permutation Groups, Group Theory, Lagrange subgroups cosets |
| Viewing permissions: | World |
| Link: | http://edshare.soton.ac.uk/id/eprint/2051 |
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