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Aspects of Curry Algebras, Computability, Constructibility, and Topological Spaces

机译:库里代数,可计算性,可构造性和拓扑空间的各个方面

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This paper illustrates some applications of the notion of Curry algebras. Formerly introduced as a concept to study algebraic version of some non-classical systems, such structures also generalize some fundamental logical notions as computability, construtibility, and topological spaces. A brief study of Curry algebras C_n and algebra C_ω is also discussed.
机译:本文说明了Curry代数概念的一些应用。这种结构以前是作为研究某些非经典系统的代数形式的概念而引入的,还泛化了一些基本的逻辑概念,例如可计算性,可构造性和拓扑空间。还讨论了Curry代数C_n和代数C_ω的简要研究。

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