双权换向器估计:一般多参数框架

IF 0.8 3区 数学 Q2 MATHEMATICS Publicacions Matematiques Pub Date : 2019-06-26 DOI:10.5565/PUBLMAT6422013
Emil Airta
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引用次数: 8

摘要

我们提供了一个明确的技术框架来证明任意参数下非常一般的双权换向子估计。目的是澄清现有的文献,这些文献通常明确地只关注两个参数,并将最近的结果扩展到任意参数的全部一般性。更具体地说,我们研究了涉及加权积BMO和小BMO空间及其组合的多参数设置下的双权换向子估计——Bloom型估计。
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Two-weight commutator estimates: general multi-parameter framework
We provide an explicit technical framework for proving very general two-weight commutator estimates in arbitrary parameters. The aim is to both clarify existing literature, which often explicitly focuses on two parameters only, and to extend very recent results to the full generality of arbitrary parameters. More specifically, we study two-weight commutator estimates -- Bloom type estimates -- in the multi-parameter setting involving weighted product BMO and little BMO spaces, and their combinations.
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来源期刊
CiteScore
1.60
自引率
0.00%
发文量
29
审稿时长
>12 weeks
期刊介绍: Publicacions Matemàtiques is a research mathematical journal published by the Department of Mathematics of the Universitat Autònoma de Barcelona since 1976 (before 1988 named Publicacions de la Secció de Matemàtiques, ISSN: 0210-2978 print, 2014-4369 online). Two issues, constituting a single volume, are published each year. The journal has a large circulation being received by more than two hundred libraries all over the world. It is indexed by Mathematical Reviews, Zentralblatt Math., Science Citation Index, SciSearch®, ISI Alerting Services, COMPUMATH Citation Index®, and it participates in the Euclid Project and JSTOR. Free access is provided to all published papers through the web page. Publicacions Matemàtiques is a non-profit university journal which gives special attention to the authors during the whole editorial process. In 2019, the average time between the reception of a paper and its publication was twenty-two months, and the average time between the acceptance of a paper and its publication was fifteen months. The journal keeps on receiving a large number of submissions, so the authors should be warned that currently only articles with excellent reports can be accepted.
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