Abstract: A computer-implemented method for augmenting SAT-based BMC to handle embedded memory designs without explicitly modeling memory bits. As is known, verifying designs having large embedded memories is typically handled by abstracting out (over-approximating) the memories. Such abstraction is not useful for finding real bugs. SAT-based BMC, as of now, is incapable of handling designs with explicit memory modeling due to enormously increased search space complexity. Advantageously, our method does not require analyzing the designs and also guarantees not to generate false negatives.

Abstract: A system and method is disclosed for formal verification of software programs that advantageously translates the software, which can have bounded recursion, into a Boolean representation comprised of basic blocks and which applies SAT-based model checking to the Boolean representation.

Abstract: Verification friendly models for SAT-based formal verification are generated from a given high-level design wherein during construction the following guidelines are enforced: 1) No re-use of functional units and registers; 2) Minimize the use of muxes and sharing; 3) Reduce the number of control steps; 4) Avoid pipelines; 5) Chose functional units from “verification friendly” library; 6) Re-use operations; 7) Perform property-preserving slicing; 8) Support “assume” and “assert” in the language specification; and 8) Use external memory modules instead of register arrays.

Abstract: An accelerated High-Level Bounded Model Checking method that efficiently extracts high-level information from the model, uses that extracted information to obtain an improved verification model, and applies relevant information on-the-fly to simplify the BMC-problem instances.

Abstract: There is provided a method of solving a SAT problem comprising partitioning SAT-formula clauses in the SAT problem into a plurality of partitions. Each of said plurality of partitions is solved as a separate process each, thereby constituting a plurality of processes where each of said process communicates only with a subset of the plurality of processes.

Abstract: A system and method is disclosed for formal verification of software programs that advantageously improves performance of an abstraction-refinement loop in the verification system.

Abstract: A computer-implemented method for augmenting SAT-based BMC to handle embedded memory designs without explicitly modeling memory bits. As is known, verifying designs having large embedded memories is typically handled by abstracting out (over-approximating) the memories. Such abstraction is not useful for finding real bugs. SAT-based BMC, as of now, is incapable of handling designs with explicit memory modeling due to enormously increased search space complexity. Advantageously, our method does not require analyzing the designs and also guarantees not to generate false negatives.

Abstract: An efficient approach for SAT-based quantifier elimination and pre-image computation using unrolled designs that significantly improves the performance of pre-image and fix-point computation in SAT-based unbounded symbolic model checking.

Abstract: A system and method is disclosed for formal verification of software programs that advantageously translates the software, which can have bounded recursion, into a Boolean representation comprised of basic blocks and which applies SAT-based model checking to the Boolean representation.

Abstract: A method of obtaining a resolution-based proof of unsatisfiability using a SAT procedure for a hybrid Boolean constraint problem comprising representing constraints as a combination of clauses and interconnected gates. The proof is obtained as a combination of clauses, circuit gates and gate connectivity constraints sufficient for unsatisfiability.

Abstract: There is provided a method of solving a SAT problem comprising partitioning SAT-formula clauses in the SAT problem into a plurality of partitions. Each of said plurality of partitions is solved as a separate process each, thereby constituting a plurality of processes where each of said process communicates only with a subset of the plurality of processes.

Abstract: A method for bounded model checking of arbitrary Linear Time Logic temporal properties. The method comprises translating properties associated with temporal operators F(p), G(p), U(p, q) and X(p) into property checking schemas comprising Boolean satisfiability checks, wherein F represents an eventuality operator, G represents a globally operator, U represents an until operator and X represents a next-time operator. The overall property is checked in a customized manner by repeated invocations of the property checking schemas for F(p), G(p), U(p, q), X(p) operators and standard handling of atomic propositions and Boolean operators.