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-An intuitionistic first-order theorem prover -- JProver.
-
-Usage:
-
-Require JProver.
-Jp [num].
-
-Whem [num] is provided, proof is done automatically with
-the multiplicity limit [num], otherwise no limit is forced
-and JProver may not terminate.
-
-Example:
-
-Require JProver.
-Coq < Goal (P:Prop) P->P.
-1 subgoal
-
-============================
- (P:Prop)P->P
-
-Unnamed_thm < Jp 1.
-Proof is built.
-Subtree proved!
------------------------------------------
-
-Description:
-JProver is a theorem prover for first-order intuitionistic logic.
-It is originally implemented by Stephan Schmitt and then integrated into
-MetaPRL by Aleksey Nogin (see jall.ml). After this, Huang extracted the
-necessary ML-codes from MetaPRL and then integrated it into Coq.
-The MetaPRL URL is http://metaprl.org/. For more information on
-integrating JProver into interactive proof assistants, please refer to
-
- "Stephan Schmitt, Lori Lorigo, Christoph Kreitz, and Aleksey Nogin,
- Jprover: Integrating connection-based theorem proving into interactive
- proof assistants. In International Joint Conference on Automated
- Reasoning, volume 2083 of Lecture Notes in Artificial Intelligence,
- pages 421-426. Springer-Verlag, 2001" -
- http://www.cs.cornell.edu/nogin/papers/jprover.html
-
-
-Structure of this directory:
-This directory contains
-
- README ------ this file
- jall.ml ------ the main module of JProver
- jtunify.ml ------ string unification procedures for jall.ml
- jlogic.ml ------ interface module of jall.ml
- jterm.ml
- opname.ml ------ implement the infrastructure for jall.ml
- jprover.ml4 ------ the interface of jall.ml to Coq
- JProver.v ------ declaration for Coq
- Makefile ------ the makefile
- go ------ batch file to load JProver to Coq dynamically
-
-
-Comments:
-1. The original <jall.ml> is located in meta-prl/refiner/reflib of the
-MetaPRL directory. Some parts of this file are modified by Huang.
-
-2. <jtunify.ml> is also located in meta-prl/refiner/reflib with no modification.
-
-3. <jlogic.ml> is modified from meta-prl/refiner/reflib/jlogic_sig.mlz.
-
-4. <jterm.ml> and <opname.ml> are modified from the standard term module
-of MetaPRL in meta-prl/refiner/term_std.
-
-5. The Jp tactic currently cannot prove formula such as
- ((x:nat) (P x)) -> (EX y:nat| (P y)), which requires extra constants
-in the domain when the left-All rule is applied.
-
-
-
-by Huang Guan-Shieng (Guan-Shieng.Huang@lri.fr), March 2002.
-
-