multiplikativních

Multiplikativních is a Czech adjective meaning "multiplicative". It is used in mathematics and other fields to describe operations or relationships that involve multiplication. For example, a multiplicative function is a function f(n) such that if a and b are coprime integers, then f(ab) = f(a)f(b). Another example is a multiplicative group, which is a group whose operation is multiplication. In economics, multiplicative relationships might describe how changes in one variable lead to proportional changes in another. The term is the genitive plural form of the adjective "multiplikativní". Therefore, when used in a sentence, it would typically follow a noun that it modifies, indicating a quality or characteristic related to multiplication. For instance, "vlastnosti multiplikativních funkcí" translates to "properties of multiplicative functions". Understanding the context in which "multiplikativních" appears is key to grasping its precise meaning.