Download Hardware and Software, Verification and Testing: First by Shady Copty, Itai Jaeger, Yoav Katz (auth.), Shmuel Ur, Eyal PDF

By Shady Copty, Itai Jaeger, Yoav Katz (auth.), Shmuel Ur, Eyal Bin, Yaron Wolfsthal (eds.)

The First Haifa Verification convention was once held on the IBM Haifa examine Lab and on the Haifa collage in Israel from November thirteen to16, 2005. The convention integrated 3 various workshops that happened individually in past years. The IBM Verification Workshop is now its 6th 12 months, the IBM software program trying out Workshop is now in its fourth 12 months, and the PADTAD Workshop on trying out and debugging multi-threaded and parallel software program was once held for the 3rd time. The Verification convention used to be a three-day, single-track convention through a one-day educational at the trying out and evaluation of multi-threaded code. The convention awarded a distinct mix of fields that introduced jointly the and software program checking out groups. Merging different groups less than a unmarried roof gave the convention a particular taste and supplied the contributors with extra merits. whereas the purposes in those separate fields are assorted, the concepts used are usually very related. through providing lectures in those disparate yet similar disciplines, the convention engendered an atmosphere of collaboration and discovery.

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Extra info for Hardware and Software, Verification and Testing: First International Haifa Verification Conference, Haifa, Israel, November 13-16, 2005, Revised Selected Papers

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Ruah Proof Sketch. The first item is correct by definition. The second item follows by applying the construction of the violating regular expression (Definition 10) to the formula obtained by removing the path quantifiers, using Maidl’s result (that an ACTL formula has an equivalent in LTL iff it has an equivalent in ACTLDET [16, Theorem 2]) together with Clarke and Draghicescu’s result [5] (that a CTL formula ϕ has an equivalent in LTL iff it is equivalent to the formula ϕ obtained by removing the path quantifiers from ϕ) and Corollary 12.

The following overall framework using compositional reasoning is one possible way of doing this. Compositional reasoning has been used in various ways in formal verification to manage state space complexity [10]. The basic idea is illustrated using the following meta-example. Fig. 3 (a) shows a simple Design Under Verification (DUV), where components A and B interact with each other. Fig. 3 (b) shows how one can use compositional reasoning to verify each component separately. Here, A is verified under some assumptions regarding B.

4 Implementation of Assertions The different verification hot spots in the design were identified, and assertions were written to verify the hot spots. Verification hot spots denote design structures or features of the design that are difficult to verify. Critical modules of the design that are highly depended upon by other modules are considered as hot spots since the total verification of the module is crucial for the operation of other modules. Simulationbased verification methodologies do not adequately verify hot spots because a typical verification hot spot processes too many combinations of events to be simulated exhaustively.

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