Littlewood-Paley and Multiplier Theory（货号TJ）李特尔伍德-佩利与乘数理论
￥ 203 ￥ 54.15 九品
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作者R. E. E. Edwards and G. I. Gaudry
出版社Springer-Verlag
ISBN9783642663680
出版时间1977
版次1
出版地Berlin；Heidelberg；New York
印刷时间1977
印次1
装帧精装
尺寸25 × 17.1 cm
纸张胶版纸
页数224页
定价54.15元
正文语种英语
货号TJ3002
上书时间2024-10-10
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- 本书原售价54.15美元，净重530克，私藏自然旧。【图书分类：数理科学和化学 > 数学 > 数学分析 > 函数论 > 傅里叶分析（经典调和分析）】This book is intended to be a detailed and carefully written account of various versions of the Littlewood-Paley theorem and of some of its applications, together with indications of its general significance in Fourier multiplier theory. We have striven to make the presentation self-contained and unified, and adapted primarily for use by graduate students and established mathematicians who wish to begin studies in these areas: it is certainly not intended for experts in the subject. It has been our experience, and the experience of many of our students and colleagues, that this is an area poorly served by existing books. Their accounts of the subject tend to be either ill-suited to the needs of a beginner, or fragmentary, or, in one or two instances, obscure. We hope that our book will go some way towards filling this gap in the literature. Our presentation of the Littlewood-Paley theorem proceeds along two main lines, the first relating to singular integrals on locally com pact groups, and the second to martingales. Both classical and modern versions of the theorem are dealt with, appropriate to the classical n groups IRn, ?L , Tn and to certain classes of disconnected groups. It is for the disconnected groups of Chapters 4 and 5 that we give two separate accounts of the Littlewood-Paley theorem: the first Fourier analytic, and the second probabilistic.
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