Right and left invertibility in $\lambda - \beta $-calculus

Author:

Margaria I.,Zacchi M.

Publisher

EDP Sciences

Reference11 articles.

1. 1. BARENDREGT H. P., The Lambda Calculus, its Sintax and Semantics, North-Holland, Amsterdam, 1981.6229120467.03010

2. 2. BERGSTRA J. and KLOP J. W., Invertible Terms in the Lambda Calculas, Theor., Comp. Sci., vol 9, 1980, p. 27-38.535122

3. 3. BÖHM C., Alcune proprietà délie formefi β-η-normalinel λ-k calcolo. Pubblicazioni dell'Istituto per le Applicazioni del Calcolo, n. 696, Roma, 1968.

4. 4. BÖHM C. and DEZANI-CIANCAGLINI M., Combinatorial problems, combinator equations and normal forms, Springer L. N. C. S., n° 14, 1974, p. 185-199.4295000309.68037

5. 5. CHURCH A., Combinatory logic as a semigroup (abstract), Bull. Amer. Math. Soc., vol. 43, 1937, p. 333.

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1. Equational programming in λ-calculus via SL-systems. Part 1;Theoretical Computer Science;1996-06

2. About systems of equations, X-separability, and left-invertibility in the λ-calculus;Information and Computation;1991-01

3. Solving Equations in Lambda-Calculus;Logic Colloquium '88, Proceedings of the Colloquium held in Padova;1989

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