Add to ORKGThe problem under consideration is to check whether a given system of incompletely specified Boolean functions is implemented by a logical description with functional indeterminacy that is represented by a system of connected blocks each of which is specified by a system of completely or incompletely specified Boolean functions. SAT based verification methods are considered that formulate the verification problem as checking satisfiability of a conjunctive normal form
University of Minnesota Ph.D. dissertation. March 2013. Major:Electrical Engineering. Advisor: Marc ...
AbstractWe present a satisfiability tester QSAT for quantified Boolean formulae and a restriction QS...
The logic FO(ID) extends classical first order logic with inductive definitions. This paper studies ...
The problem under consideration is to check whether a given system of incompletely specified Boolea...
The problem under discussion is to check whether a given system of incompletely specified Boolean fu...
Abstract: A verification task of proving the equivalence of two descriptions of the same device is e...
Procedures for Boolean satisfiability most commonly work with Conjunctive Normal Form. Powerful SAT ...
A verification task of proving the equivalence of two descriptions of the same device is examined fo...
Abstract. Bounded model checking (BMC) based on satisfiability test-ing (SAT) has been introduced as...
Functional verification is an important phase in the design flow of digital circuits as it is used t...
Formal hardware verification ranges from proving that two combinational circuits compute the same f...
This Thesis is a study of automatic reasoning about finite state machines (FSMs). Two techniques use...
Incomplete or partial specifications arise out of mistakes in design or purposefully to avoid loss o...
The increase in size and functional complexity of digital designs necessitates the development of ro...
Abstract. The logic FO(ID) extends classical first order logic with inductive definitions. This pape...
University of Minnesota Ph.D. dissertation. March 2013. Major:Electrical Engineering. Advisor: Marc ...
AbstractWe present a satisfiability tester QSAT for quantified Boolean formulae and a restriction QS...
The logic FO(ID) extends classical first order logic with inductive definitions. This paper studies ...
The problem under consideration is to check whether a given system of incompletely specified Boolea...
The problem under discussion is to check whether a given system of incompletely specified Boolean fu...
Abstract: A verification task of proving the equivalence of two descriptions of the same device is e...
Procedures for Boolean satisfiability most commonly work with Conjunctive Normal Form. Powerful SAT ...
A verification task of proving the equivalence of two descriptions of the same device is examined fo...
Abstract. Bounded model checking (BMC) based on satisfiability test-ing (SAT) has been introduced as...
Functional verification is an important phase in the design flow of digital circuits as it is used t...
Formal hardware verification ranges from proving that two combinational circuits compute the same f...
This Thesis is a study of automatic reasoning about finite state machines (FSMs). Two techniques use...
Incomplete or partial specifications arise out of mistakes in design or purposefully to avoid loss o...
The increase in size and functional complexity of digital designs necessitates the development of ro...
Abstract. The logic FO(ID) extends classical first order logic with inductive definitions. This pape...
University of Minnesota Ph.D. dissertation. March 2013. Major:Electrical Engineering. Advisor: Marc ...
AbstractWe present a satisfiability tester QSAT for quantified Boolean formulae and a restriction QS...
The logic FO(ID) extends classical first order logic with inductive definitions. This paper studies ...