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On Functions Which form a Group

Published online by Cambridge University Press:  03 November 2016

Frank J. Budden
Frank J. Budden*
Affiliation:
3 Woodlands, Gosforth, Newcastle-upon-Tyne 3, Ontario
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Extract

Notation: Functions which are to be elements of a group will be indicated by small letters, e.g., z′ = f(z), z′ = d(z) etc., the identity-function being denoted by z′ = e(z); z and z′ will be used for the variables. Small letters may also be used for constants (real or complex), with no fear of ambiguity. Groups will be abbreviated: Cn (cyclic group of order n); Dn (dihedral group of order 2n); Sn (symmetric group of order n!); An (alternating group of order .

Type
Research Article
Information
The Mathematical Gazette , Volume 54 , Issue 387 , February 1970 , pp. 9 - 18
Copyright
Copyright © Mathematical Association 1970

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References

1. The Mathematical Gazette, Vol. XLVI No. 355, Feb. 1962: On Functions which form a Group, North, Roger.Google Scholar
2. The Mathematical Gazette, Vol. L No. 371, Feb 1966: On Functions which form a Group, Primrose, E. J. F..Google Scholar