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按分类查找All 数学计算(9) 
按平台查找All Prolog(9) 

[数学计算] Combination-Algorithm-Writer-Stable

组合算法编写器的稳定版本
Stable version of Combination Algorithm Writer (2024-02-01, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1706787283790818.html

[数学计算] Combination-Algorithm-Writer-with-Predicates

带谓词的组合算法编写器
Combination Algorithm Writer with Predicates (2024-02-01, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1706787283514427.html

[数学计算] g4ip-prolog

直觉命题逻辑自动定理证明器
Automated Theorem Prover for Intuitionistic Propositional Logic (2023-11-26, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1701033379830567.html

[数学计算] seq-acl

模式访问控制逻辑“ACL+”的可判定定理证明器。实现用于访问控制的分析标记序列演算...,
A decidable theorem prover for the modal access control logic "ACL+". Implements an analytic labeled sequent calculus for access control logic along with an automatic generation of human-readable proofs. (2012-11-03, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1694705666460098.html

[数学计算] clam2

证明规划器Clam(在clam2开发分支中)和相关定理证明器Oster.的Prolog实现。,
A Prolog implementation of the proof planner Clam (in the clam2 development branch) and the associated theorem prover, oyster., (2016-12-24, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1694705661935465.html

[数学计算] ProCom

基于PTTP范式的定理证明器。,
A theorem prover based on the PTTP paradigm., (2017-06-26, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1694705630833806.html

[数学计算] solv

Prolog中的IPC-CPC定理证明器,
IPC CPC theorem prover in Prolog, (2021-07-10, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1694705613171197.html

[数学计算] trill-on-swish

SWISH上的Trill概率本体推理器,
The Trill probabilistic ontology reasoner on SWISH, (2022-12-13, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1689588955374668.html

[数学计算] comp30020-assn2

COMP30020的作业2-声明式编程。用Prolog编写的数学难题的解算器
Assignment 2 for COMP30020 - Declarative Programming. A solver for a Maths puzzle written in Prolog (2017-11-29, Prolog, 0KB, 下载0次)

http://www.pudn.com/Download/item/id/1687896457751717.html
总计:9