Titlebook: Binary Decision Diagrams and Applications for VLSI CAD; Shin-ichi Minato Book 1996 Kluwer Academic Publishers 1996 Mathematica.VLSI.algori

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Book 1996 scale integration (VLSI) computer-aideddesign (CAD). The concept of decision graphs as an abstractrepresentation of Boolean functions dates back to the early work byLee and Akers. In the last ten years, BDDs have found widespread useas a concrete data structure for symbolic Boolean manipulation. Wi

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Implicit Manipulation of Polynomials Based on ZBDDs,onstructing canonical forms of polynomials immediately leads to equivalence checking of arithmetic expressions. Since polynomial calculus is a basic part of mathematics, our method is expected to be useful for various problems.

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Multi-Level Logic Synthesis Using ZBDDs,e sets, but we are sometimes faced with functions whose cube set representations grow exponentially with the number of inputs. Parity functions and full-adders are examples of such functions. This is a problem of the cube-based logic synthesis methods.

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Introduction,f these systems greatly depends on the efficiency with which Boolean functions are manipulated, and this is also a very important technique in computer science problems such as artificial intelligence and combinatorics.