We report on work in progress devoted to the formalization of an Ordered Logical Framework (OLF) [16] based on a twolevels architecture [10] in the Hybrid system [2]. OLF here is a second-order version of ordered linear logic to be used as a meta-language for the verification of the (meta)theory of deductive systems. It is implemented roughly as a metainterpreter on top of the Hybrid system, which provides the full HOAS language. We apply the framework to the formal verification of type preservation of a simple continuation machine for Mini-ML.

A formalization of an Ordered Logical Framework in Hybrid with applications to continuation machines / A. Momigliano, J. Polakow - In: MERLIN '03: Proceedings[s.l] : ACM, 2003. - ISBN 1581138008. - pp. 1-9 (( convegno ACM SIGPLAN Workshop on Mechanized Reasoning about Languages with Variable Binding, MERLIN tenutosi a Uppsala nel 2003 [10.1145/976571.976581].

A formalization of an Ordered Logical Framework in Hybrid with applications to continuation machines

A. Momigliano
Primo
;
2003

Abstract

We report on work in progress devoted to the formalization of an Ordered Logical Framework (OLF) [16] based on a twolevels architecture [10] in the Hybrid system [2]. OLF here is a second-order version of ordered linear logic to be used as a meta-language for the verification of the (meta)theory of deductive systems. It is implemented roughly as a metainterpreter on top of the Hybrid system, which provides the full HOAS language. We apply the framework to the formal verification of type preservation of a simple continuation machine for Mini-ML.
Continuation machines; Higher order abstract syntax; Logical frameworks; Ordered linear logic
Settore INF/01 - Informatica
2003
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/2434/212765
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