FUNDAMENTALNAYA
I PRIKLADNAYA MATEMATIKA
(FUNDAMENTAL AND APPLIED MATHEMATICS)
1997, VOLUME 3, NUMBER 3, PAGES 925-936
A. V. Sanin
Abstract
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We consider the generalization of small cancellation theory when
only long subwords of defining relators satisfy $C'(\lambda)$
condition. It is proved that a cell such that
almost all edges are external exists
in van Kampen's diagrams over this group. By this we construct
an example of any finite width embedding of semigroup into a group.
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