BEST APPROXIMATIONS IN L1 ARE NEAR BEST IN Lp , p < 1 LAWRENCE G. BROWN AND BRADLEY J. LUCIER (Communicated by J. Marshall Ash) Abstract. We show that any best L1 polynomial approximation to a function f in Lp , 0 < p <

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Date: 2005-08-03 19:09:30 Differentiation rules Functions and mappings Ordinary differential equations Mathematical identities Integral calculus Product rule SturmLiouville theory		BEST APPROXIMATIONS IN L1 ARE NEAR BEST IN Lp , p < 1 LAWRENCE G. BROWN AND BRADLEY J. LUCIER (Communicated by J. Marshall Ash) Abstract. We show that any best L1 polynomial approximation to a function f in Lp , 0 < p < Add to Reading List Source URL: www.math.purdue.edu Download Document from Source Website File Size: 107,80 KB Share Document on Facebook

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