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Mathematics Research Report CMA-MRR59-94
Groups of Deficiency
Zero
G. Havas, M.F. Newman and E.A. O'Brien
Abstract:
We make a systematic study of groups of deficiency zero, concentrating
on groups of prime-power order. We prove that a number of p-groups
have deficiency zero and give explicit balanced presentations for
them. This significantly increases the number of such groups known.
We describe a reasonably general computational approach which leads to
these results. We also list some other finite groups of deficiency
zero.
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