Dines Bjørner院士:可信计算论坛:A Role for Mereology in Domain Science and Engineering
发布时间:2012-12-04 浏览量:4356

讲座题目:A Role for Mereology in Domain Science and Engineering

主讲人:Dines Bjørner教授(欧洲科学院院士)

主持人:何积丰院士

开始时间:2012-12-05 15:30

讲座地址:中山北路校区数学馆201报告厅

主办单位:软件学院和科技处

报告人简介:

    Dines Bjørner was Prof. of Computing Science at The Techn. Univ. of Denmark (DTU) 1976–2007and is now a Prof. Emeritus at DTU. He was with IBM R&D 1962–1976. At IBM Bjørner worked with Gene Amdahl (supercomputer design), John Backus (functional programming), E.F.Codd (relational databases) and at the IBM Lab., Vienna, Austria, where he worked in the small team that conceived VDM, the Vienna Development Method, the rst ISO standardised formal method. Bjørner co-founded Dansk Datamatik Center 19791989, led many EU R&D projects including the formal spec. of a semantics for Ada, the R&D of, and compilers for CHILL and Ada, and the RAISE, Rigorous Approach to Industrial Software Engineering. 1991–1997 Bjørner was founding and rst UN Director of the Macau-based UNU-IIST, the UN University’s Intl. Inst. for SW Techn. In 2006 Bjørner published a three volume book “Software Engineering” with Springer and in 2009 with QingHua Press. He has published more than 120 papers, 6 books, edited 11 other books, is a member of Academia Europaea, an ACM Fellow, an IEEE Fellow, Member of the Russian Academy of Natural Science, received the John von Neuman Medal from Hungary (1993), the Masaryk Gold Medel (1996) and anhonorary doctorate (2004) from the Masaryk Univ. of Brno, The Czech Republic, etc., etc., and is a Royal Knight of the Danish Flag (1984).

报告简介:

    We give an abstract model of parts and part-hood relations of software application domains such as the nancial service industry, railway systems, road transport sys-tems, health care, oil pipelines, secure [IT] systems, etcetera.

We relate this model to axiom systems for mereology, indicating satisability.Finally we show that for every mereology there corresponds a class of Commu-nicating Sequential Processes (CSP), that is: a λ–expression.

 

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