BASIS AND DIMENSION IN ABSTRACT MODULE THEORY
R. Jr. Chichester · 1959
A classical linear vector space is a unitary DELTA module, where DELTA is a division ring. Properties of linear spaces are given. The approach used is a module theoretic one, that is, a sequence of progressively stronger impositions on the module structure of a unitary Rmodule M is studied, without regard to the nature of the operator ring R. (W.D.M.)