HOL is a system for proving theorems in Higher Order Logic. It
comes with a large variety of existing theories formalising
various parts of mathematics and theoretical computer science.

Features

  • Easy programmability
  • Sophisticated decision procedures
  • Powerful reasoning tools

Project Activity

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Categories

Mathematics

License

BSD License

Follow HOL theorem-proving system

HOL theorem-proving system Web Site

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User Reviews

  • There are no examples of anything. 1. A complete proof of a common theorem of mathematics. 2. A new theorem being created rather than using existing ones. 3. Translating a proof into normal mathematical notation. (This would show that it really works.) This should be built in. It would make the system infinitely better. How about the well-known proof that there are irrational X and Y such that X^Y (X to the power of Y) is rational? How about proving the square root of 2 is irrational? Is there any truth to HOL or is it just Big Speculation? Charlie Volkstorf
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Additional Project Details

Operating Systems

BSD, Linux, Windows

Languages

English

Intended Audience

Advanced End Users, Other Audience, Science/Research

User Interface

Console/Terminal

Programming Language

Standard ML

Related Categories

Standard ML Mathematics Software

Registered

2001-07-20