论文标题
$ l $ - 代数的素数
The prime spectrum of an $L$-algebra
论文作者
论文摘要
我们证明，任意$ l $ - 代数的理想晶格是分布的。结果，光谱理论无限制地适用。我们还研究了$ l $ - 代数的频谱（即主要理想的集合），并以拓扑术语来表征主要的理想。
We prove that the lattice of ideals of an arbitrary $L$-algebra is distributive. As a consequence, a spectral theory applies with no restriction. We also study the spectrum (i.e. the set of prime ideals) of $L$-algebras and characterize prime ideals in topological terms.
