Description
Springer Right-Ordered Groups 1996 Edition by V.M. Kopytov N.Ya. Medvedev
The notion of right-ordered groups is fundamental in theories of I-groups ordered groups torsion-free groups and the theory of zero-divisors free rings as well as in theoretical physics. Right-Ordered Groups is the first book to provide a systematic presentation of right-ordered group theory describing all known and new results in the field. The volume addresses topics such as right-ordered groups and order permutation groups the system of convex subgroups of a right-ordered group and free products of right-ordered groups. Table of contents : Introduction. Systems of Convex Subgroups. Orderability Conditions. Groups of Order Automorphisms. Relatively Convex Subgroups. Orders on Free Products. Quasivarieties. Semilinearly Ordered Groups. Index.