Accession Number : AD0673125

Title :   INTEGER VECTOR REPRESENTATION OF BOOLEAN FUNCTIONS.

Descriptive Note : Interim technical rept.,

Corporate Author : MOORE SCHOOL OF ELECTRICAL ENGINEERING PHILADELPHIA PA

Personal Author(s) : Kimura, Takayuki

Report Date : MAY 1968

Pagination or Media Count : 42

Abstract : The following main theorem is proved in this paper: The number of centers of symmetry of a symmetric function f(x sub 1, x sub 2, ..., x sub n) is 2 to the nth power if and only if f = 0 or f = 1 or f = x sub 1 (+ circled) x sub 2 (+ circled) ... (+circled) x sub n (+ circled) c (c = 0, 1); otherwise it is 2. (Author)

Descriptors :   *COMPUTER LOGIC), (*SPECIAL FUNCTIONS(MATHEMATICAL), PERMUTATIONS, INVARIANCE, THEOREMS, THESES.

Subject Categories : Theoretical Mathematics
      Computer Programming and Software

Distribution Statement : APPROVED FOR PUBLIC RELEASE