WebThe Binate Covering Problem (BCP) is the problem of finding a minimum cost assignment to variables that is a solution of a boolean equation f = 1. It is a generalization of the set covering (or unate covering) problem, where f is positive unate, and is generally given as a table with rows corresponding to the set elements and the columns corresponding to … WebJun 1, 1996 · On Solving Covering Problems Olivier Coudert Synopsys Inc., 700 East Middle eld Rd. Mountain View, CA 94043, USA Abstract The set covering problem and the minimum cost assignment problem (respectively known as unate and binate covering problem) arise throughout the logic synthesis ow. This paper investigates the complexity …
Arithmetic Boolean Expression Manipulator Using BDDs
WebCiteSeerX - Document Details (Isaac Councill, Lee Giles, Pradeep Teregowda): . This paper proposes new algorithms for the Binate Covering Problem (BCP), a well-known restriction of Boolean Optimization. Binate Covering finds application in many areas of Computer Science and Engineering. In Artificial Intelligence, BCP can be used for computing … WebThe set covering problem and the minimum cost assignment problem (respectively known as unate and binate covering problem) are well-known NP-complete problems.We investigate the complexity and … dhl braintree
Technology mapping by binate covering SpringerLink
WebUnate and binate covering problems are a special class of general integer linear programming problems with which several problems in logic synthesis, such as two-level logic minimization and technology mapping, are formulated. Previous branch-and-bound methods for exactly solving these problems use lower-bounding techniques based on … WebMar 30, 2000 · Covering problems are widely used as a modeling tool in Electronic Design Automation (EDA). Recent years have seen dramatic improvements in algorithms for the … Webof logic functions [1]. Notable examples of binate cover-ing problems (BCPs) are those related to the minimization of Boolean relations, state minimization for finite-state ma-chines, and cell library bindings. Whereas both problems are intractable, binate covering is more difficult in practice than unate covering. A good introduction to these ... cigo radio port hawkesbury