Proof planning Non-standard Analysis

Abstract

We describe how non-standard analysis can be used to prove real analysis theorems, and how these proofs can be automated using proof-planning. In particular we borrow from the constructive analysis notions of inductive partitioning, and show how transferring to the non-standard model for the reals allows us a simple proof of the correctness of partitioning… (More)

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Cite this paper

@inproceedings{Maclean2002ProofPN, title={Proof planning Non-standard Analysis}, author={Ewen Maclean and Jacques D. Fleuriot and Alan Smaill}, booktitle={ISAIM}, year={2002} }