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Information Journal Paper

Title

ANALYZING DECOMPOSITIONS OF A SYSTEM OF BOOLEAN FUNCTIONS USING THE TERNARY MATRIX COVER APPROACH

Pages

  75-85

Abstract

 The problem of series two-block disjoint DECOMPOSITION of completely specified BOOLEAN FUNCTIONS is considered. Analysis and investigation of such systems are very important in logical design context. Recently, a good method for solving this problem was suggested which has been based on the ternary matrix cover approach. Using this method a computer program was developed. This paper is focused on decomposability of a system of BOOLEAN FUNCTIONS. The experiments were done on generated systems and standard benchmarks. In decomposable systems, the total number of solutions and the time elapsed to achieve them are inspected. The total number of solutions among all partitions for investigated systems, ranged between 3% and 87% in generated systems and also, 1% and 96% in standard benchmarks.

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    APA: Copy

    TAGHAVI AFSHORD, SAEID, & POTTOSIN, YURI. (2013). ANALYZING DECOMPOSITIONS OF A SYSTEM OF BOOLEAN FUNCTIONS USING THE TERNARY MATRIX COVER APPROACH. JOURNAL OF ADVANCES IN COMPUTER RESEARCH, 4(2 (12)), 75-85. SID. https://sid.ir/paper/328719/en

    Vancouver: Copy

    TAGHAVI AFSHORD SAEID, POTTOSIN YURI. ANALYZING DECOMPOSITIONS OF A SYSTEM OF BOOLEAN FUNCTIONS USING THE TERNARY MATRIX COVER APPROACH. JOURNAL OF ADVANCES IN COMPUTER RESEARCH[Internet]. 2013;4(2 (12)):75-85. Available from: https://sid.ir/paper/328719/en

    IEEE: Copy

    SAEID TAGHAVI AFSHORD, and YURI POTTOSIN, “ANALYZING DECOMPOSITIONS OF A SYSTEM OF BOOLEAN FUNCTIONS USING THE TERNARY MATRIX COVER APPROACH,” JOURNAL OF ADVANCES IN COMPUTER RESEARCH, vol. 4, no. 2 (12), pp. 75–85, 2013, [Online]. Available: https://sid.ir/paper/328719/en

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