A reasoning Boolean operation based CAD modeling approach applied to construct heterogeneous material objects is presented.
The modeling technique is developed based on a reasoning Boolean operation algorithm which consists of merging and extracting operation to construct composite unit cells at the heterogeneous material level.
This reasoning Boolean operation consists of a merging operation and an extracting operation, and it is executed according to the material-dominant information defined in the designed heterogeneous object database.
After introducing basic data structures for Boolean function representation and reasoning, technology-independent logic minimization, technology-dependent circuit optimization, timing analysis, and timing optimization are discussed.
Biochemist Kensaku Sakamoto of the University of Tokyo and colleagues tackled a version of the satisfiability problem in Boolean logic, a form of reasoning in which "literals --statements and their opposites--are literals --statementsor and and to form compliterals --statements
Today, under the "true or false" philosophy, we are confined within the 'syntactic' restrictions, in connection with the adoption of the counter-concepts/binary concepts presented by common words and Boolean numbers concerned with logical reasoning based on binary logic.
At the solver level, to support the solving of a large scope of combinatorial problems, a rich set of conventional constraints is defined within a constraint framework that strongly combines Boolean logic, integer constraints and set reasoning over finite domains.
AND/OR graphs can represent any Boolean network and they allow for systematic reasoning through the application of the technique of recursive learning.
