binary operation


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Related to binary operation: binary arithmetic operation

binary operation

[′bīn·ə·rē äp·ə′rā·shən]
(computer science)
(mathematics)
A rule for combining two elements of a set to obtain a third element of that set, for example, addition and multiplication.
References in periodicals archive ?
Consider a BCI-algebra X = {0,1,a, b, c} with the binary operation * which is given in Table 3 (see [6]).
2[alpha]]] then the extended binary operation for increasing binary operation * is
We extend any binary operation [] to quantum graphs by
We have the following simple observations about normed binary operation.
n] form a groupiod with respect to the binary operation.
If V is a Vector space then introducing a new binary operation o,(V, o) is an AG-groupoid which has been shown in this paper.
Definition 1: An ordered pair (S, -), with S a non-empty set and - being a binary operation on S, is called a subtractive groupoid if (1.
Luce & Fishburn (1991, 1995) introduced a second way to measure utility based on a binary operation [direct sum] of joint receipt, i.
If only the addition is a hyperoperation and the multiplication is a binary operation, then we say that R is a Krasner hyperring [4].
An -semigroup with left identity becomes a semigroup under the binary operation " " defined as, if , , there exists such that [16].