ühenduvusega

Ühenduvusega is an Estonian inflected form of the noun ühenduvus, which denotes connectivity or connectedness. In technical and scientific writing it is used to indicate “with connectivity” or to refer to properties related to connectivity. The base term ühenduvus is used across disciplines, and ühenduvusega appears in phrases such as ühenduvusega seotud omadused (properties related to connectivity).

In graph theory, connectivity describes whether a graph remains connected under certain conditions. A graph is connected if there is a path between every pair of vertices. Higher levels of connectivity, such as k-connectivity, quantify how robust the graph is to the removal of vertices or edges. The Estonian term ühenduvus is used to discuss these concepts, and ühenduvusega can appear in sentences describing phenomena or results in relation to connectivity.

In topology, connectedness is a fundamental property of a space: a space is connected if it cannot be divided into two disjoint nonempty open sets. Discussions of connected components, path-connectedness, and related ideas frequently use the concept of ühenduvus, with yhdenduvusega appearing in contextual phrases about the level or nature of connectivity.

Outside pure mathematics, connectivity concepts appear in computer networks, logistics, and systems engineering, where ühenduvusega characterizes how well components or subsystems are interlinked and able to communicate or function together. In all uses, the term carries a neutral, descriptive tone appropriate for encyclopedic writing.

See also: connectivity (graph theory), connectedness (topology), network connectivity.