Titlebook: Computer Aided Verification; 9th International Co Orna Grumberg Conference proceedings 1997 Springer-Verlag Berlin Heidelberg 1997 Hardware

nautical

SystemVerilog for Design Second Editione core bit-vector theory is extended to handle other bit-vector operations like bitwise logical operations, shifting, and arithmetic interpretations of bit-vectors. We develop a BDD-like data-structure called bit-vector BDDs to represent bit-vectors, various operations on bit-vectors, and a solver on bit-vector BDDs.

MEET

,The industrial success of verification tools based on st?lmarck’s method,ial use, for instance in the areas of telecom service specification analysis, analysis of railway interlocking software, analysis of programmable controllers and analysis of aircraft systems. The method seems suitable also for hardware verification.

chisel

Using compositional preorders in the verification of sliding window protocol,reorder was used to verify semiautomatically both safety and liveness properties of the Sliding Window protocol for arbitrary channel lengths and realistic parameter values. In this process we located a previously undiscovered fault leading to lack of liveness in a version of the protocol.

鎮(zhèn)痛劑

An efficient decision procedure for the theory of fixed-sized bit-vectors,e core bit-vector theory is extended to handle other bit-vector operations like bitwise logical operations, shifting, and arithmetic interpretations of bit-vectors. We develop a BDD-like data-structure called bit-vector BDDs to represent bit-vectors, various operations on bit-vectors, and a solver on bit-vector BDDs.

Encapsulate

0302-9743 Haifa, Israel, in June 1997..The volume presents 34 revised full papers selected from a total of 84 submissions. Also included are 7 invited contributions as well as 12 tool descriptions. The volume is dedicated to the theory and practice of computer aided formal methods for software and hardware v

hidebound

使虛弱

https://doi.org/10.1007/0-387-36495-1erties can be verified algorithmically against finite-state systems; alternatively stated containment by a regular language is shown decidable for a class of language properties (regular and non-regular) expressible in our timing diagram logic.

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ROOF

Containment of regular languages in non-regular timing diagram languages is decidable,erties can be verified algorithmically against finite-state systems; alternatively stated containment by a regular language is shown decidable for a class of language properties (regular and non-regular) expressible in our timing diagram logic.

造反,叛亂

SystemVerilog Declaration Spaces,how that automata with BDD-represented transition functions can be minimized in time .(.·log .), where . is the total number of BDD nodes representing the automaton. This result is not an instance of Hopcroft‘s classical algorithm for automaton minimization, which breaks down for BDDs because of their path compression property.