【ろんりせき】

    noun (common) (futsuumeishi)
  1. logical product; AND operation; conjunction; intersectioncomputing
Forms
  • 【ろんりせき】
  • ろんりせき
Generated definitions (experimental)
  1. logical product
    2. This term is used in mathematics and computer science to refer to the operation that results in true only when both operands are true. It is a fundamental operation in Boolean algebra and is often represented in programming and mathematical contexts.
    The logical product of A and B is true.
    The logical product of this condition is not satisfied.
  2. AND operation
    3. This meaning refers specifically to the function that connects two or more statements such that the overall result is true only if all individual statements are true. It is frequently used in logical reasoning and programming.
    I use A AND B in the program.
    The process proceeds only if both conditions are met.
  3. conjunction
    4. This meaning relates to the joining of two or more propositions in logic, where the conjunction represents a compound statement that is true only when all the component statements are true.
    In logic, there is a logical product between A and B, which indicates a conjunction.
    The logical product of multiple propositions forms a new proposition.
  4. intersection
    5. This meaning is commonly used in set theory to describe the common elements shared between two sets. In mathematics, the intersection is the result of applying the logical product to the elements of the sets.
    The logical product of set X and set Y represents their intersection.
    This intersection contains the common elements.
Generated collocations (experimental)
to take the logical productthe operation of logical productconjunction and disjunctiontruth value of the logical productto use the logical productproperties of conjunctionintersection of setslogical product in Boolean algebradefinition of the logical producttruth table for conjunction
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