Integroitavat
Integroitavat is a Finnish mathematical term used to describe objects that can be integrated, i.e., integrable, under a given theory of integration.
Form and use: It is derived from the verb integroida (to integrate). The form integroitava is the
Contexts and criteria: In real analysis, an object is integroitava with respect to a particular integral if
Examples and usage: Continuous functions on a closed interval are integroitavat for both Riemann and Lebesgue
Notes: The term is common in Finnish-language mathematical literature; exact usage may vary by author or school.