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Product details:
- ISBN-10 : 3030284840
- ISBN-13 : 978-3030284848
- Author :
Proposed Table of Contents
I Challenges and promises of proof technology
1. Gila, Michael, and David: Intro
2. Freek Wiedijk: Machine proving
3. Paolo Oliva: Proof Theory — proof translations and interpretations
4. Alison Pease: A systematic automated realisation of Lakatos’ theory
5. Maria Paola Bonacina: Automated reasoning
II Teaching proving with technology – high-school and undergraduate levels
1. Mikio Miyazaki: Web-based learning – proving in geometry (math ed)
2. John Olive:
3. Tina Rapke and Kitty Yan: Using cut-the-knot site to teach proof
4. Keith Jones et al.
5. A. Mariotti:
III Computer-assisted proof
1. Ulrich Kortenkamp or someone who is an expert with Cinderellla
2. Zoltán Kovács: Theorem proving with Geogebra (math ed)
3. Heinz Schumann: ?
4. Nicolas Balacheff: Something about his lab work relevant to proving
5. Chantal Keller:
IV Automated proof and Human-machine collaboration on proof
Stephanie Dick: History of automated proof
2. Jeremy Avigad: Machine proving; artificial intelligence; state of the art
3. Mateja Jamnik: Inductive theorem proving, heuristic guidance, proof planning (AI)
4. Ursula Martin: Massive mathematical collaboration: producing novel proofs
5. Frédéric Blanqui:
6. More?
Table of contents:
Part I. Introduction
Part II. Automatic Theorem Provers
Part III. Theoretical Perspectives on Computer-Assisted Proving
Part IV. Suggestions for the Use of Proof Software in the Classroom
Part V. Classroom Experience with Proof Software
Part VI. Afterword
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