SINGULAR INTERGRALS IN SEVERAL COMPLEX VARIABLES(Ⅲ)—CAUCHY INTEGRALS OF CLASSICAL DOMAINS

被引：1
|
作者：
龚昇
史济怀
机构：
[1] Academia Sinica
[2] University of Science and Technology of China Institute of Applied Mathematics
来源：
Chinese Annals of Mathematics,Series B | 1983年 / 04期
关键词：
In; CAUCHY INTEGRALS OF CLASSICAL DOMAINS; SINGULAR INTERGRALS IN SEVERAL COMPLEX VARIABLES; 粤草; 五刀; 卜工; 云一; 落月; 一么; 门风;
D O I：
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中图分类号：
学科分类号：
摘要：
In[1],we discussed the Henkin-Ramirez integrals and Stein-Kerzman integrals ofstrictly pseudoconvex domains.We found that there are many different ways to define theprincipal values of H-R integrals or S-K integrals,so that there are many different Plemeljformulas.In the present paper,the similar problems of Cauchy integrals of classical domainsare considered.The conclusions similar to[1]and the corresponding Plemelj formulas areobtained.Finally,we discuss the same problems for the Bochner-Martinelli integrals.
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页码：467 / 484
页数：18
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