refinenet.org.uk
RefineNet Partners
http://www.refinenet.org.uk/partners.html
This is a historic list, not updated and links may no longer work. Prof J. Derrick (PI). Prof M. Henson. Dr N Völker. Prof S. Schneider. Prof M. Butler. Prof S. Stepney. Prof J. Woodcock. Formal Systems (Europe) Ltd. Praxis Critical Systems Ltd. Web pages maintained by RefineNet webmaster.
csp-consortium.org
CSP-Consortiam CSPとは
http://www.csp-consortium.org/csp/index.html
CSPとはCommunicating Sequential Processesの訳でOxford大学のTony Hoareが1979年に考案したもので、並列処理で必要とされる基本的な動作を記述するプロセス代数です。 Transputerが無くなった今でも、occamの思想はC,C#,C ,Java,Haskell,Python, Handel-C, XCなど多くのプログラミング言語にCSPモデルがライブラリとして準備されました。 SEQ(P0, ., Pn). IF( b0, P0), .(bn,Pn). CASE e (e1 P1, e2 P2, ., ELSE Pn ). PAR(P0, ., Pn). ALT( g0, P0), .(gn, Pn). PRI(P1, P2, ., Pn). Tim , TIMER? C/C /Javaのような逐次処理プログラミング技法では複雑でリアルタイム性の高い並列処理 特に入出力 、更に割り込み処理にイベント駆動、時間駆動等を実現するには非常に難しい。 形式手法のツールは(Z, B, VDMなど)数多くありますが、これらは仕様記述言語であります。
csp-consortium.org
CSP-Consortiam 関連(団体)サイト リンク
http://www.csp-consortium.org/profile/link.html
prismmodelchecker.org
PRISM - People
http://www.prismmodelchecker.org/people.php
PRISM was created and is still actively maintained by:. Development of the tool is currently led from Birmingham. Several of the other people actively developing PRISM and its extensions are based in Oxford. We gratefully acknowledge contributions to the PRISM code-base from various sources, including (in approximately reverse chronological order):. LTL model checking, automata generation and explicit-state model checking many bug fixes. Bug fixes and GUI improvements. LTL model checking for MDPs. Detail...
computing.surrey.ac.uk
CSP||B
http://www.computing.surrey.ac.uk/personal/st/H.Treharne/CSP-B
A combined approach to specification development. CSP B models to download. CSP B (pronounced CSP parallel B) is an approach that combines a state and event based approach to describing complex systems. The approach establishes the principles of combining the B-Method. And the process algebra CSP. The B-Method is a mathematically rigorous method for the specification, design and implementation of software components. CSP. By Formal Systems) and ProB (by FormalMind). ProB.