论文标题
生物生物的晶格和同质基础
Biordered sets of lattices and homogeneous basis
论文作者
论文摘要
在本文中，我们讨论了从互补的模块化晶格中获得的生物底集的特性，并使用生物底集的三明治元素定义了操作。此外，我们描述了满足某些条件的生物底集，因此补充的模块化晶格可以承认均匀的基础。最后，类似于von Neumann协调定理，我们描述了使用生物构造集合集的互补模块化晶格的协调定理。
In this paper we discuss the properties of the biordered set obtained from a complemented modular lattice and defines an operation using the sandwich elements of the biordered set. Further we describe a biordered subset satisfying certain conditions, so that the complemented modular lattice admits a homogeneous basis. Finally analogous to von Neumann coordinatization theorem we describe the coordinatization theorem for complemented modular lattice using the biordered set of idempotents.
