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Towards Normalization by Evaluation for the Calculus of Constructions
 

Summary: Towards Normalization by Evaluation
for the Calculus of Constructions
Andreas Abel
Department of Computer Science
Ludwig-Maximilians-University Munich
Functional and Logic Programming Symposium
FLOPS 2010, Sendai, Japan
19-21 April 2010
Andreas Abel (LMU) NbE for CoC FLOPS'10 1 / 19
Introduction
Normalization by Evaluation for Type Theory
Efficient algorithm for deciding definitional equality.
Leroy/Gregoire (ICFP 2002): Compile Coq to byte code.
Boespflug (PADL 2010): Compile (via Haskell) to machine code.
Extend type theory by in a systematic way.
"Semantic" normalization: beneficial for meta theory.
This work:
1 Basis: Untyped Normalization by Evaluation.
2 Extended by -expansion for -types.
3 Model to show termination and completeness of normalization.

  

Source: Abel, Andreas - Theoretische Informatik, Ludwig-Maximilians-Universit√§t M√ľnchen

 

Collections: Computer Technologies and Information Sciences