423 BOOK REVIEWS each other. This is most strikingly the case when so-called mushy regions exist, and these are described in detail in a later chapter, although no real mention is - Hardy–Littlewood maximal function - Document - PDFSEARCH.IO

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	423 BOOK REVIEWS each other. This is most strikingly the case when so-called mushy regions exist, and these are described in detail in a later chapter, although no real mention is Add to Reading List Document Date: 2010-03-29 15:28:20 Open Document File Size: 369,10 KB Share Result on Facebook City Liouville / Berlin / New York / Cambridge / / Company Longman Group UK Ltd. / / Currency USD / / Facility McMaster Hans P. Heinig University / Mathematical Institute / / IndustryTerm basic tools / approximate solutions / time-periodic solutions / / Organization Mathematical Institute / Oxford University / American Mathematical Society / Cambridge Univ. / / Person Marek Niezgodka / Anna Crowley / John Ockendon / Meirmanov / / Position author / representative / Professor / / ProvinceOrState Ontario / / SocialTag Sobolev spaces Fourier analysis Inequalities Functional analysis Function spaces Marcinkiewicz interpolation theorem Integral Poincaré inequality Hardy–Littlewood maximal function Mathematical analysis

423 BOOK REVIEWS each other. This is most strikingly the case when so-called mushy regions exist, and these are described in detail in a later chapter, although no real mention isAdd to Reading List