Ⅰ. INTRODUCTION It seems hopeful that γω-calculus would become the most general theoretical foundation of semantics for functional programming languages (at least for the ones without types). In this note, for the ...Ⅰ. INTRODUCTION It seems hopeful that γω-calculus would become the most general theoretical foundation of semantics for functional programming languages (at least for the ones without types). In this note, for the formal functional programming language FFP, the γω-展开更多
Ⅰ. INTRODUCTION The γω-calculus foundation, on which the generalized metacomposition rule of generalized recursive schemas is based, is discussed in this report. Generalized recursive schema is the generalization o...Ⅰ. INTRODUCTION The γω-calculus foundation, on which the generalized metacomposition rule of generalized recursive schemas is based, is discussed in this report. Generalized recursive schema is the generalization of recursive schema from defining a set展开更多
文摘Ⅰ. INTRODUCTION It seems hopeful that γω-calculus would become the most general theoretical foundation of semantics for functional programming languages (at least for the ones without types). In this note, for the formal functional programming language FFP, the γω-
文摘Ⅰ. INTRODUCTION The γω-calculus foundation, on which the generalized metacomposition rule of generalized recursive schemas is based, is discussed in this report. Generalized recursive schema is the generalization of recursive schema from defining a set
