作者PttFund (批踢踢基金)
看板Math
标题[分析] 初微(16)
时间Sat Jul 16 03:11:43 2005
Let p, q > 1 with 1/p + 1/q = 1. Show that
ab ≦ a^p/p + b^q/q
where a and b are nonnegative.
Note: 这个就是 Holder inequality, 然後请不要用 Young's inequality
来证明.
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