inverzét

Inverzét is a grammatical form in the Hungarian language, used as the definite possessive ending for the noun inverz, meaning inverse. The base noun inverz is commonly used in mathematics, logic and related fields to denote an inverse element, function, or operation. The suffix -ét marks that the inverse being referred to belongs to a specific, previously identified object, and it appears in contexts where the object is definite.

In usage, inverzét typically appears in sentences that talk about calculating, applying, or analyzing a particular inverse. It is most common in technical or academic writing, where precise reference to a distinct inverse is necessary. The construction follows Hungarian patterns for the definite possessive form, which can create forms that pair a possessive relationship with a definite object within a sentence.

Examples of the form in typical mathematical usage include sentences such as “A mátrix inverzét ki kell számolni.” or “Vizsgáljuk az adott függvény inverzét.” In these cases, the definite possessive ending emphasizes that the inverse being discussed is specific and already identified in context, rather than a general or indefinite inverse.

Etymology and related terms: the word inverz itself is a borrowing from inverse-related terminology common across European languages, and in Hungarian it is used in various disciplines to refer to the inverse of an element, function, matrix, or transformation. The related term inverz nélküli vagy inverz — the latter used for the broader concept of inverse without the definite reference.

See also: inverz, inverse function.