SATISFIABLE Meaning and
Definition
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Satisfiable, as an adjective, refers to a concept that is capable of meeting or fulfilling certain conditions, requirements, or expectations. In logic and mathematics, it specifically pertains to a logical formula or a set of mathematical constraints that can be regarded as possible, valid, or solvable within a given framework.
In the field of propositional logic, a logical formula is considered satisfiable if there exists at least one assignment of truth values to its variables that would make the entire formula true. Put simply, it means that there is a combination of true and false values assigned to the variables of the formula that would result in a true statement when evaluated.
Similarly, in the context of constraint satisfaction problems, satisfiability refers to the property of a set of constraints being resolvable or unproblematic. It signifies that there exists at least one way to assign values to the variables within the constraints that satisfies all the specified conditions and constraints simultaneously.
The term "satisfiable" implies the existence of a solution or a valid interpretation that adheres to the given criteria, constraints, or logical framework. It indicates that there is a possibility of achieving the desired outcome, meeting the necessary conditions, or resolving the defined problem successfully.
Common Misspellings for SATISFIABLE
Etymology of SATISFIABLE
The word satisfiable comes from the root word satisfy, which emerged in Middle English around the 15th century. The term is derived from the Latin word satisfacere, where satis means enough or sufficient, and facere translates to to make or to do. Therefore, the etymology of satisfiable can be traced back to the Latin roots, meaning able to be satisfied or capable of being fulfilled.
Similar spelling words for SATISFIABLE
