IEEE International Symposium on Multiple-Valued Logic, Santiago de Compostela, Spain, May 29-31, 1996, pp. 248-254.This publication is a work of the U.S. Government as defined in Title 17, United States Code, Section 101. As such, it is in the public domain, and under the provisions of Title 17, United States Code, Section 105, may not be copyrighted.Multiple-output switching functions can be simulated by multiple-valued decision diagrams (MDDs) at a significant reduction in computation time. We analyze the following approaches to the representation problem: shared multiple-valued decision diagrams (SMDDs), multi-terminal multiple-valued decision diagrams (SMTMDDs). For example, we show that SMDDs tend to be compact, while SMTMDDs tend t...
In this paper, we discuss the use of binary decision diagrams to represent general matrices
A general method for 'simple disjoint ' decomposition of multi-valued switching functions ...
This paper proposes a design method for floating-point numerical function generators (NFGs) using mu...
Multi-valued Decision Diagrams (MDDs) have been extensively studied in the last ten years. Recently,...
Abstract—This paper proposes a new analysis method of multi-state systems with multi-state component...
This paper proposes minimization algorithms for the memory size and the average path length (APL) of...
We present an implicit approach to solve problems arising in decomposition of incompletely specified...
We present an implicit approach to solve problems arising in decomposition of incompletely specified...
We present an implicit approach to solve problems arising in decomposition of incompletely specified...
Abstract — This paper presents a method of constructing the switching function using edge-valued dec...
Compared to binary switching functions, multiple-valued functions offer more compact representations...
Compared to binary switching functions, multiple-valued functions offer more compact representations...
In this paper, we propose an approach to the reduction of sizes of Multi-Terminal Binary Decision Di...
In this paper, the minimization of incompletely speci-fied multi-valued functions using functional d...
Abstract—In a large system, such as a water, gas, or electrical distribution system, degraded perfor...
In this paper, we discuss the use of binary decision diagrams to represent general matrices
A general method for 'simple disjoint ' decomposition of multi-valued switching functions ...
This paper proposes a design method for floating-point numerical function generators (NFGs) using mu...
Multi-valued Decision Diagrams (MDDs) have been extensively studied in the last ten years. Recently,...
Abstract—This paper proposes a new analysis method of multi-state systems with multi-state component...
This paper proposes minimization algorithms for the memory size and the average path length (APL) of...
We present an implicit approach to solve problems arising in decomposition of incompletely specified...
We present an implicit approach to solve problems arising in decomposition of incompletely specified...
We present an implicit approach to solve problems arising in decomposition of incompletely specified...
Abstract — This paper presents a method of constructing the switching function using edge-valued dec...
Compared to binary switching functions, multiple-valued functions offer more compact representations...
Compared to binary switching functions, multiple-valued functions offer more compact representations...
In this paper, we propose an approach to the reduction of sizes of Multi-Terminal Binary Decision Di...
In this paper, the minimization of incompletely speci-fied multi-valued functions using functional d...
Abstract—In a large system, such as a water, gas, or electrical distribution system, degraded perfor...
In this paper, we discuss the use of binary decision diagrams to represent general matrices
A general method for 'simple disjoint ' decomposition of multi-valued switching functions ...
This paper proposes a design method for floating-point numerical function generators (NFGs) using mu...