伪效应代数的极真算子

Very true operator in pseudo effect algebras

本文研究了伪效应代数的极真算子的问题。利用在与剩余格和基本代数中定义偏序概念相同的传统方式的方法,获得了极真算子的一些基本性质,研究了态射与恒等映射之间的关系。

This paper introduces the concept of very true operator on a pseudo effect algebra and defines a partial in the way that is in accordance with traditional definitions in residuated lattices or basic algebras,obtaining some basic properties of very true operator.Furthermore the relationship between morphism and identity mapping is studied.