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Thesis

Identical relations in simple groups

Abstract:: An identical relation of a group G is an equation of the form w(x₁, …, x_n) = 1, where w is an element of the free group generated by x₁, …, x_n, which is satisfied by any substitution of elements of G for the variables x₁, …, x_n. A consequence of a given set of identical relations W is a relation which holds on every group on which each member of W holds. A set of identical relations is said to be closed if it contains all it...
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Peer review status:: Peer reviewed

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APA Style

Oates, S. (1963). Identical relations in simple groups [PhD thesis]. University of Oxford.

MLA Style

Oates, S. Identical Relations in Simple Groups. University of Oxford, 1963.

Chicago Style

Oates, S. 1963. “Identical Relations in Simple Groups.” PhD thesis, University of Oxford.
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+ Oates, S More by this author

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University of Oxford

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Bibliographic Details

Type of award:: DPhil
Level of award:: Doctoral
Awarding institution:: University of Oxford

Item Description

UUID:: uuid:88286459-c707-43b3-995f-818b681b6441
Local pid:: polonsky:10:6
Source identifiers:: 601870547
Deposit date:: 2017-10-05

Terms of use

Copyright holder:: Oates, S; Oates, Sheila
Copyright date:: 1963
Notes:: This thesis was digitised thanks to the generosity of Dr Leonard Polonsky

Licence:: Terms and Conditions of Use for Oxford University Research Archive

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