No.502

1983/07/07〜1983/07/09

岸　正倫

KISHI,MASANORI

目　次

1. THE OBSTACLE PROBLEM AND ITS APPLICATION(POTENTIAL THEORY AND ITS APPLICATIONS)---------------------------------------------------1

　　　　都立大学理学部　　　酒井 良　(SAKAI, MAKOTO)

　

2. On the minimal thinness in a Lipschitz domain(POTENTIAL THEORY AND ITS APPLICATIONS)---------------------------------------------13

　　　　Department of Mathematics, Faculty of Science, Gakushuin University　　　相川 弘明　(AIKAWA, Hiroaki)

　

3. THE $\varphi$-SEMI-COMPLETE MAXIMUM PRINCIPLE FOR REAL CONVOLUTION KERNELS(POTENTIAL THEORY AND ITS APPLICATIONS)----------------37

　　　　Department of Mathematics, Faculty of Sciences, Nagoya University　　　伊藤 正之　(ITO, Masayuki)

　

4. Value distribution of finely harmonic morphisms and applications in complex analysis(POTENTIAL THEORY AND ITS APPLICATIONS)------46

　　　　University of Copenhagen, Mathematics Institute　　　Fuglede, Bent

　

5. On Subharmonic Functions which are Bounded Above by Certain Functions(POTENTIAL THEORY AND ITS APPLICATIONS)---------------------68

　　　　千葉大学　　　吉田 英信　(Yoshida, Hidenobu)

　

6. ON THE EXISTENCE OF CONDENSER-TYPE MEASURES WITH RESPECT TO FUNCTION-KERNELS(POTENTIAL THEORY AND ITS APPLICATIONS)--------------90

　　　　お茶の水大学理学部　　　渡辺 ヒサ子　(Watanabe, Hisako)

　

7. REGULARITY OF FUNCTION-KERNELS IN POTENTIAL THEORY(POTENTIAL THEORY AND ITS APPLICATIONS)---------------------------------------108

　　　　Aichi Institute of Technology　　　樋口 功　(HIGUCHI, Isao)

　

8. Les resolvantes des noyaux continus reels verifiant le principe semi-complet du maximum(POTENTIAL THEORY AND ITS APPLICATIONS)---123

　　　　広島大学理学部　　　鈴木 紀明　(SUZUKI, Noriaki)

　

9. On Beppo Levi spaces(POTENTIAL THEORY AND ITS APPLICATIONS)---------------------------------------------------------------------142

　　　　Kagoshima University　　　黒川 隆英　(Kurokawa, Takahide)

　

10. THE ROLE OF BOUNDARY HARNACK PRINCIPLE IN THE STUDY OF PICARD PRINCIPLE(POTENTIAL THEORY AND ITS APPLICATIONS)-----------------151

　　　　大同工業大学　　　多田 俊政　(Tada, Toshimasa)

　

11. Characterization of semipolar sets for Levy processes by Fourier transform of measures(POTENTIAL THEORY AND ITS APPLICATIONS)---161

　　　　筑波大学　　　神田 護　(Kanda, Mamoru)

　

12. Fine limits of logarithmic potentials(POTENTIAL THEORY AND ITS APPLICATIONS)---------------------------------------------------171

　　　　Department of Mathematics, Faculty of Integrated Arts and Sciences, Hiroshima University　　　水田 義弘　(MIZUTA, Yoshihiro)