Moment Spaces and Inequalities

Melvin Dresher

Expert InsightsPublished 1952

A geometrical interpretation of an integral inequality as a condition that a given point lie in a space defined by the convex hull of a given curve. By characterizing the boundaries of various dimensions, integral inequalities are derived from the requirement that points of the space lie within elements of the boundaries.

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Dresher, Melvin, Moment Spaces and Inequalities. Santa Monica, CA: RAND Corporation, 1952. https://www.rand.org/pubs/papers/P252.html.
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