98.03 GAUSSIAN GROUPS ARE TORSION FREE Patrick DEHORNOY Abstract. Assume that G is a group of fractions of a cancellative monoid where lower common multiples exist and divisibility has no inﬁnite descending - Cancellative semigroup - Document - PDFSEARCH.IO

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	98.03 GAUSSIAN GROUPS ARE TORSION FREE Patrick DEHORNOY Abstract. Assume that G is a group of fractions of a cancellative monoid where lower common multiples exist and divisibility has no inﬁnite descending Add to Reading List Document Date: 2003-11-04 14:02:51 Open Document File Size: 83,82 KB Share Result on Facebook City Caen / Preston / Paris / Oxford / / Company Gf / Dehornoy & L. Paris / W. Magnus / Artin / F. A. Garside / Braid / Gaussian / / Country France / / / / Technology ESA / / SocialTag Semigroup theory Algebraic structures Formal languages Monoid Rewriting Semigroup Cancellation property Free monoid Garside element Abstract algebra

98.03 GAUSSIAN GROUPS ARE TORSION FREE Patrick DEHORNOY Abstract. Assume that G is a group of fractions of a cancellative monoid where lower common multiples exist and divisibility has no inﬁnite descendingAdd to Reading List