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单词 Euler Measure
释义

Euler Measure

Define the Euler measure of a polyhedral set as the Euler Integral of its indicator function. It is easy to showby induction that the Euler measure of a closed bounded convex Polyhedron is always 1 (independent of dimension),while the Euler measure of a -D relative-open bounded convex Polyhedron is .

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更新时间:2025/4/8 20:35:51