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1995 | OriginalPaper | Chapter

Strong normalization for subsystems of λ2 βηπ✻

Author : Roberto Di Cosmo

Published in: Isomorphisms of Types

Publisher: Birkhäuser Boston

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Our proof of confluence in Theorem 2.4.5 relies upon the strong normalization of $$\beta \underrightarrow {{\eta ^2}\pi * }$$ over the set of gentop normal forms, while we need the strong normalization of $$\beta \underrightarrow {^2{\eta ^2}\pi * }$$ less η top and SP top over the full set of terms in order to provide an effective weakly normalizing strategy for $$\beta \underrightarrow {^2{\eta ^2}\pi * }$$ in Theorem 2.5.2.

Metadata
Title
Strong normalization for subsystems of λ2 βηπ✻
Author
Roberto Di Cosmo
Copyright Year
1995
Publisher
Birkhäuser Boston
DOI
https://doi.org/10.1007/978-1-4612-2572-0_3

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