论文标题
残留晶格的捆捆
The sheaf representation of residuated lattices
论文作者
论文摘要
残留的晶格构成了模糊逻辑中最重要的代数之一，并且已经被各种不同观点的人们大量研究。捆式演示为许多代数结构提供了拓扑方法。在本文中，我们研究了残留晶格的原始光谱的拓扑特性，然后构建一个分层空间，以获得每个残留的晶格的捆式表示。
The residuated lattices form one of the most important algebras of fuzzy logics and have been heavily studied by people from various different points of view. Sheaf presentations provide a topological approach to many algebraic structures. In this paper, we study the topological properties of prime spectrum of residuated lattices, and then construct a sheaf space to obtain a sheaf representation for each residuated lattice.
