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Local Morrey and Campanato spaces on quasimetric measure spaces
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نویسنده
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stempak k. ,tao x.
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منبع
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journal of function spaces - 2014 - دوره : 2014 - شماره : 0
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چکیده
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We define and investigate generalized local morrey spaces and generalized local campanato spaces,within a context of a general quasimetric measure space. the locality is manifested here by a restriction to a subfamily of involved balls. the structural properties of these spaces and the maximal operators associated to them are studied. in numerous remarks,we relate the developed theory,mostly in the global case,to the cases existing in the literature. we also suggest a coherent theory of generalized morrey and campanato spaces on open proper subsets of r n. © 2014 krzysztof stempak and xiangxing tao.
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آدرس
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instytut matematyki i informatyki,politechnika wrocławska,wybrzeze wyspiańskiego 27, Poland, department of mathematics,zhejiang university of science and technology,hangzhou, China
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Authors
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