In topology, a cut-point is a point of a connected space such that its removal causes the resulting space to be disconnected. For example every point of a line is a cut-point, while no point of a circle is a cut-point. Cut-points are useful in the characterization of topological continua, a class of spaces which combine the properties of compactne...
Found on
http://en.wikipedia.org/wiki/Cut-point
1. The point or value in an ordered sequence of values that is used to separate those values into two subparts. 2. Subgrouping cut-point.
Found on
http://www.virology.net/ATVGlossary.html
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