Számolhatók

Számolhatók is a Hungarian adjective meaning "calculable" or "computable." The form számolhatók is the plural predicate used for objects that can be determined or produced by a finite procedure, typically an algorithm. The term derives from számolni, meaning "to compute" or "to reckon," with the suffix -ható/-hető indicating capability.

In mathematics and computer science, számolhatók describe problems, functions, or processes for which there exists an explicit method that yields the correct result on every valid input in finite time. Such objects are said to be computable or recursive in related terminology. The concept underpins the field of computability theory and is closely related to notions like decidability and algorithmic solvability. Conversely, a problem that is not számolható is not computable by any algorithm, and some questions are undecidable.

In Hungarian usage, it is important to distinguish számolható from számlálható. The latter means "countable" in the sense of having a countable set, whereas számolható refers to calculability through computation rather than mere counting.

Examples: "Ez a függvény számolható." "Az adott probléma nem számolható egy általános algoritmussal." In everyday language, scientists may say a model is számolható, meaning its outcomes can be obtained by computation.

See also computability, decidability, recursion theory; in Hungarian linguistic contexts, related discussions may address számítás as a general term for calculation and computation processes.