Point-and-Write – Documenting Formal Mathematics by Reference

Author:

Tankink Carst,Lange Christoph,Urban Josef

Publisher

Springer Berlin Heidelberg

Reference28 articles.

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3. Asperti, A., Geuvers, H., Loeb, I., Mamane, L.E., Coen, C.S.: An interactive algebra course with formalised proofs and definitions. In: Kohlhase [14], pp. 315–329

4. Lecture Notes in Computer Science,2010

5. Bancerek, G., Kohlhase, M.: Towards a Mizar Mathematical Library in OMDoc format. In: Matuszewski, R., Zalewska, A. (eds.) From Insight to Proof: Festschrift in Honour of Andrzej Trybulec. Studies in Logic, Grammar and Rhetoric, vol. 10(23), pp. 265–275. University of Białystok (2007)

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1. Wikis and Collaborative Systems for Large Formal Mathematics;Semantic Web Collaborative Spaces;2016

2. Proof in Context — Web Editing with Rich, Modeless Contextual Feedback;Electronic Proceedings in Theoretical Computer Science;2013-07-05

3. Formal Mathematics on Display: A Wiki for Flyspeck;Lecture Notes in Computer Science;2013

4. Communicating Formal Proofs: The Case of Flyspeck;Interactive Theorem Proving;2013

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