In recent years, logical frameworks and tile logic have been separately proposed by our research groups, respectively in Udine and in Pisa, as suitable metalanguages with higher-order features for encoding and studying nominal calculi. This paper discusses the main features of the two approaches, tracing differences and analogies on the basis of two case studies: late pi-calculus and lazy simply typed lambda-calculus.

Comparing higher-order encodings in logical frameworks and tile logic

BRUNI, ROBERTO;
2002-01-01

Abstract

In recent years, logical frameworks and tile logic have been separately proposed by our research groups, respectively in Udine and in Pisa, as suitable metalanguages with higher-order features for encoding and studying nominal calculi. This paper discusses the main features of the two approaches, tracing differences and analogies on the basis of two case studies: late pi-calculus and lazy simply typed lambda-calculus.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11568/71785
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