Read e-book online Formal Methods in Computer-Aided Design: 4th International PDF

By Thomas F. Melham, Robert B. Jones (auth.), Mark D. Aagaard, John W. O’Leary (eds.)

ISBN-10: 3540001166

ISBN-13: 9783540001164

ISBN-10: 354036126X

ISBN-13: 9783540361268

This quantity comprises the lawsuits of the Fourth Biennial convention on F- mal tools in Computer-Aided layout (FMCAD). The convention is dedicated to using mathematical tools for the research of electronic c- cuits and structures. The workreported during this bookdescribes using formal arithmetic and linked instruments to layout and make certain electronic structures. sensible veri?cation has develop into one of many significant expenses in a latest computing device layout e?ort. FMCAD offers a venue for tutorial and commercial researchers and practitioners to proportion their principles and stories of utilizing - screte mathematical modeling and veri?cation. during the last two decades, this sector has grown from quite a few educational researchers to a colourful world wide com- nity of individuals from either academia and undefined. This quantity comprises 23 papers chosen from the forty seven submitted papers, each one of which used to be reviewed via not less than 3 software committee contributors. The historical past of FMCAD dates backto 1984, while the earliest conferences in this subject happened as a part of IFIP WG10.2.

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Read Online or Download Formal Methods in Computer-Aided Design: 4th International Conference, FMCAD 2002 Portland, OR, USA, November 6–8, 2002 Proceedings PDF

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Extra info for Formal Methods in Computer-Aided Design: 4th International Conference, FMCAD 2002 Portland, OR, USA, November 6–8, 2002 Proceedings

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We can however, quantify these variables a priori, leaving ˆ The transition relation that we get by quantifying only visible variables in R. ˆ ˜ We can even quantify invisible variables from R in the beginning is denoted by R. some of the input variables a priori in this fashion to control the total number ˜ Let Q ⊆ I ∪ I denote the set of variables to be preof variables appearing in R. quantified and let W = (I ∪I)\Q, the set of variable that are not pre-quantified. Quantification of a large number of invisible variables in Equation 3 is computationally expensive [15].

K are added to the set of abstraction predicates, and the verifier rerun, this particular spurious abstract counter-example will not be generated. So, we have an automatic way of discovering new abstract predicates. However it is possible to reduce the number of additional abstraction predicates. In fact it is quite likely that all of the predicates ψ1 , . . ψK are not needed to avoid the spurious counter-example. The satisfiability of the above formula is checked after leaving out the ψ1 (x2 ) expression.

A. P. Sistla and S. M. German. Reasoning with many processes. In Symp. on Logic in Computer Science, Ithaca, pages 138–152. IEEE Computer Society, June 1987. 18. Rupak Majumdar Thomas A Henzinger, Ranjit Jhala and Gregoire Sutre. Lazy abstraction. In Proceedings of the 29th ACM SIGPLAN-SIGACT Conference on Principles of Programming Languages. ACM Press, 2002. 19. A. Tiwari, H. Rueß, H. Sa¨idi, and N. Shankar. A technique for invariant generation. In Tiziana Margaria and Wang Yi, editors, TACAS 2001 - Tools and Algorithms for the Construction and Analysis of Systems, volume 2031 of Lecture Notes in Computer Science, pages 113–127, Genova, Italy, apr 2001.

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Formal Methods in Computer-Aided Design: 4th International Conference, FMCAD 2002 Portland, OR, USA, November 6–8, 2002 Proceedings by Thomas F. Melham, Robert B. Jones (auth.), Mark D. Aagaard, John W. O’Leary (eds.)

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