epäjatkumaisiin
Epäjatkumaisuus, in mathematics, refers to a point where a function or a sequence fails to be continuous. A function is considered continuous at a point if its graph can be drawn without lifting the pen. If there is a break, jump, or hole in the graph at a particular point, then the function is discontinuous there.
There are several types of discontinuities. A removable discontinuity occurs when a hole exists in the graph,
Discontinuities are important concepts in calculus and analysis, as they often mark boundaries where certain theorems