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The Lower Envelope The Pointwise Minimum of a Set of Functions

The Lower Envelope The Pointwise Minimum of a Set of Functions. Definition of the Lower Envelope (untere Kontur) of a set of functions: Given n real-valued functions, all defined on a common interval I , then the minimum is : f(x) = min 1 ?i?n f i (x)

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The Lower Envelope The Pointwise Minimum of a Set of Functions