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hol-light

HOL Light theorem prover

Variants:
HOL Light is an interactive theorem prover for Higher-Order Logic with a very simple logical core running in an OCaml toplevel. HOL Light is famous for the verification of floating-point arithmetic as well as for the Flyspec project, which aims at the formalization of Tom Hales' proof of the Kepler conjecture.
Homepage:
Package version:20120602-1
Architecture:powerpc
Distribution:Debian
Filename:hol-light_20120602-1_powerpc.deb

/usr/share/doc/hol-light/README.Debian

HOL Light for Debian
--------------------

On Debian you can use the command hol-light to run HOL Light, see the
man page hol-light(1).

For information on how to use HOL Light, please visit the HOL Light
website at http://www.cl.cam.ac.uk/~jrh13/hol-light/

HOL Light runs inside an OCaml toplevel. On every session start, the
logical core and all auxilary theorems are loaded as sources into the
OC
more»

/usr/share/doc/hol-light/README.gz

                             HOL LIGHT

HOL Light is an interactive theorem prover / proof checker. It is
written in Objective CAML (OCaml) and uses the toplevel from OCaml as
its front end. This is the HOL Light homepage:

        http://www.cl.cam.ac.uk/~jrh13/hol-light/index.html

Basic installation instructions are below. For more detailed information
on usage, see the Tutorial:

        http:
more»

/usr/share/hol-light/Boyer_Moore/README

                            BOYER-MOORE AUTOMATION

                      (c) Petros Papapanagiotou 2008-2009
                           University of Edinburgh

This code implements and extends for HOL Light some of the classic
techniques due to Boyer and Moore for automating inductive proofs. It
is described in the MSc thesis "On the Automation of Inductive Proofs
in HOL Light", available online
more»

/usr/share/hol-light/IsabelleLight/README

 ========================================================================= 
                        
more»

/usr/share/hol-light/LP_arith/README

HOL interface to cddlib to provide a faster linear prover.

   http://www.ifor.math.ethz.ch/~fukuda/
more»

/usr/share/hol-light/Minisat/README

This code interfaces HOL Light to the MiniSat propositional prover, so
that the proof logs produced 
more»

/usr/share/hol-light/Minisat/zc2mso/README

zc2mso.C contains code to translate proofs produced by zChaff to the proof
format used by MiniSat 1.
more»

/usr/share/hol-light/Proofrecording/README

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more»

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