Quasi- essential submodules

Abstract

Let R be a commutative loop with a neutral and M a unary on R. An actual partial measure N of measure M is called an intrinsic partial measure if (o) ≠ NOK for each non-zero partial measure K of measured M. The actual partial L of measure M is called a quasi-intrinsic partial measure if (O) ≠ LOP for each non-zero initial partial measure P of M is a generalization to the intrinsic partial measure.