Show that L (F, G) defined in Definition 11.2.3 is a metric; that is, show L (F,
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Show that ρL (F, G) defined in Definition 11.2.3 is a metric; that is, show ρL (F, G) = ρL (G, F), ρL (F, G) = 0 if and only if F = G, and
ρL (F, G) ≤ ρL (F, H) + ρL (H, G) .
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Related Book For
Testing Statistical Hypotheses Volume I
ISBN: 9783030705770
4th Edition
Authors: E.L. Lehmann, Joseph P. Romano
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