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| THE -PROBLEM FOR HOLOMORPHIC (0,2)-FORMS ON PSEUDOCONVEX DOMAINS IN SEPARABLE HILBERT SPACES AND D.F.N. SPACES | |
| 作者姓名： | J. LEE K. H. SHON Department of Mathematics Education Andong National University Andong 760-749 Korea. Department of Mathematics Pusan National University Pusan 609-735 Korea. E-mail: khshon@hyowon.pusan.ac.kr |
| 作者单位： | J. LEE，K. H. SHON Department of Mathematics Education，Andong National University，Andong 760-749，Korea. Department of Mathematics，Pusan National University，Pusan 609-735，Korea. E-mail: khshon@hyowon.pusan.ac.kr |
| 基金项目： | The first author was supported by KOSEF postdoctoral fellowship 1998 and the second author was supported by the Brain Korea 21 P |
| 摘 要： | 51. IntroductionL. H5.m.nd..l3] solved the 0problem by using the L2-estimates for partial differentialoperators in C'.. J. Kajiwara[4] studied infinite dimensional generalizations of the poten-tial kernel. Concerning the 0-problem in infinite dimensional spaces, P. ffeb.i.lll] investi-gated the a-equation for coc (o, 1)-forms in arbitrary pseudoconvex open subsets of separableHilbert spaces without growth condition. J. F. Colombeau and B. Perr.t[l1 showed that aCoc solution u of 0u = w ca… |
| 关 键 词： | -prob1em Pseudoconvex domain Nuclear operator D.F.N. space |
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