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Hilbert II - Introduction

Verify and document mathematical proofs. This open source project wants to present mathematical knowledge in a formal correct form. It includs a proof verifier which can check a mathematical proof written in a certain formal language. This mathematical knowledge is organized in qedeq BOOKs which could be spread over the whole world wide web. There are converters for generating LaTeX files and html pages.

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Hilbert II - Introduction | pmii.org Reviews
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Verify and document mathematical proofs. This open source project wants to present mathematical knowledge in a formal correct form. It includs a proof verifier which can check a mathematical proof written in a certain formal language. This mathematical knowledge is organized in qedeq BOOKs which could be spread over the whole world wide web. There are converters for generating LaTeX files and html pages.
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Hilbert II - Introduction | pmii.org Reviews

https://pmii.org

Verify and document mathematical proofs. This open source project wants to present mathematical knowledge in a formal correct form. It includs a proof verifier which can check a mathematical proof written in a certain formal language. This mathematical knowledge is organized in qedeq BOOKs which could be spread over the whole world wide web. There are converters for generating LaTeX files and html pages.

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Hilbert II - Download

http://www.pmii.org/download.html

From here different versions of the main program and the prototype. Suite can be downloaded. You can download the latest release 0.04.07 unix file format. Or 004.07 windows file format. We also have development releases that contain beside the source code also various reports: development 0.04.07 unix file format. Or development 0.04.07 windows file format. You can also try to start the application via Java Web Start. Directly from this web site if your browser supports this. Just click on START.

2

Hilbert II - Einführung

http://www.pmii.org/index_de.html

Ziel des Projekts Hilbert II. Ist der freie und dezentrale Zugang zu verifiziertem und lesbarem mathematischem Wissen. Dieses Projekt steht, wie der Name schon andeutet, in der Tradition von Hilberts Programm. Will eine weltweite mathematische Wissensbasis werden, die mathematische Sätze und Beweise in formal korrekter Form enthält. Alle zugehörigen Dokumente werden unter der GNU Free Documentation License. Integriert. Diese formale Sprache wird hier auch als QEDEQ. Trägt. Er beherrscht die Pr&a...

3

Hilbert II - Glossary

http://www.pmii.org/glossary.html

Basic Rule, Meta Rule. From the formal viewpoint mathematical logic is nothing else then string manipulation. On initial given strings (axioms) simple rules are applied to get new strings (derived propositions). These rules are called. And could also be applied on the new strings to get further strings and so on. Some of those deductions are done always the same way and lead to a new rule that enables shorter derivations. With. Mathematical methods it will be proved, that with this new. It is based on the.

4

Hilbert II - Links

http://www.pmii.org/links.html

Other Systems and Groups. Automated Deduction Systems and Groups. DFG Research Programme "Deduktion". Formalised Mathematics" by John Harrison. Notes by Freek Wiedijk. Short explanation of why. I'm coding a proof of the Jordan curve theorem" by Freek Wiedijk. Mathematics, from Wikipedia, the free encyclopedia. An Elementary Introduction to Logic and Set Theory. A primer in Predicate Logic. Introduction to Mathematical Logic. Hilbert and Ackermann's 1928 Logic Book. The Bulletin of Symbolic Logic.

5

Hilbert II - News

http://www.pmii.org/news.html

Migration to git and github. See qedeq. Our CI server crashed. Nightly building stopped. Module locking mechanism refactored. We recalculated the signature of. And replaced it in the 0 04 07 Web Start directory. Now Java Web Start is working again. You might have to clean the Java Web Start cache if you unsuccessfully tried to start the application before. Due to various Java security updates from Oracle Hilbert II. The new release 0.04.07. The road goes on to 0.04.06. For loaded modules, cyan. We did so...

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Hilbert II - Introduction

The goal of Hilbert II. Is decentralised access to verified and readable mathematical knowledge. As its name already suggests, this project is in the tradition of Hilbert's program. Wants to become a free, world wide mathematical knowledge base that contains mathematical theorems and proofs in a formal correct form. All belonging documents are published under the GNU Free Documentation License. This formal language is called the QEDEQ. The main project is still in development but you can already download.

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