Integrálhatónak

Integrálhatónak is a Hungarian adjective that translates to "integrable" in English. It is most commonly used in the context of mathematics, particularly in calculus and analysis, to describe functions that can be integrated.

In calculus, a function is considered integrable if its definite integral exists. This means that the area under the curve of the function between two given points can be calculated as a finite value. There are different definitions of integrability, such as the Riemann integral and the Lebesgue integral, which apply to different classes of functions and have different properties. A function that is integrable according to one definition may not be integrable according to another.

The concept of integrability is fundamental to many areas of mathematics and physics. It is used to calculate quantities like displacement from velocity, work done by a force, and probabilities. The study of integrable functions forms a core part of real analysis and functional analysis. Beyond mathematics, the term "integrálhatónak" can also be used in a more general sense to describe something that can be incorporated or combined with something else, implying compatibility or suitability for integration into a larger system or context. However, its primary and most precise meaning remains within the mathematical domain.