Difference between revisions of "Degenerate"
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Degenerate cases are special cases in which a problem reduces to a simple form. It is often used in [[geometry]] to describe simple [[conic section]]s such as [[point]]s and triangles which are actually line segments. | Degenerate cases are special cases in which a problem reduces to a simple form. It is often used in [[geometry]] to describe simple [[conic section]]s such as [[point]]s and triangles which are actually line segments. | ||
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Revision as of 12:40, 20 October 2007
Degenerate cases are special cases in which a problem reduces to a simple form. It is often used in geometry to describe simple conic sections such as points and triangles which are actually line segments.
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