No.1164
短期共同　単葉関数論の歴史的定理の新展開について
New Extension of Historical Theorems for Univalent Function Theory
短期共同研究報告集
 　
1999/12/20〜1999/12/22
尾和　重義
Shigeyoshi Owa
　
目　次
　
1. ARGUMENT ESTIMATES OF CERTAIN MEROMORPHIC FUNCTIONS (New Extension of Historical Theorems for Univalent Function Theory)----------1
　　　　//近畿大学理工学部　　　//尾和 重義　(Cho,Nak Eun/Woo,Soon Young/Owa,Shigeyoshi)
　
2. FRACTIONAL CALCULUS OPERATOR AND ITS APPLICATIONS IN THE UNIVALENT FUNCTIONS (New Extension of Historical Theorems for Univalent Function Theory)---12
　　　　//近畿大学理工学部　　　//尾和 重義　(Choi,Jae Ho/Kim,Yong Chan/Owa,Shigeyoshi)
　
3. Various inverse problems for univalent functions (New Extension of Historical Theorems for Univalent Function Theory)------------22
　　　　近畿大学付属中学校/福岡大学理学部　　　池田 彰/西郷 恵　(Ikeda,Akira/Saigo,Megumi)
　
4. SURVEY ON INTEGRAL TRANSFORMS IN THE UNIVALENT FUNCTION THEORY (New Extension of Historical Theorems for Univalent Function Theory)---31
　　　　Department of Mathematics, College of Education, Yeungnam University　　　Kim,Yong Chan
　
5. RADIUS OF STRONGLY STARLIKENESS FOR CERTAIN ANALYTIC FUNCTIONS (New Extension of Historical Theorems for Univalent Function Theory)---45
　　　　/近畿大学理工学部　　　/尾和 重義　(Kwon,Oh Sang/Owa,Shigeyoshi)
　
6. ON THE INNER RADIUS OF UNIVALENCE FOR AN ANNULUS (New Extension of Historical Theorems for Univalent Function Theory-------------53
　　　　京都大学理学研究科　　　能仁 信亮　(Nonin,Shinryo)
　
7. On meromorphically convex and starlike functions (New Extension of Historical Theorems for Univalent Function Theory)------------57
　　　　群馬大学教育学部　　　布川 護　(Nunokawa,Mamoru)
　
8. On close-to-$\alpha$-concave functions (New Extension of Historical Theorems for Univalent Function Theory)----------------------63
　　　　群馬大学教育学部　　　布川 護　(Nunokawa,Mamoru)
　
9. On $p$-valently convex and starlike functions of order $\alpha$ (New Extension of Historical Theorems for Univalent Function Theory)---69
　　　　群馬大学教育学部　　　布川 護　(Nunokawa,Mamoru)
　
10. On some inverse properties for univalent functions (New Extension of Historical Theorems for Univalent Function Theory)---------73
　　　　群馬大学教育学部/近畿大学理工学部　　　布川 護/尾和 重義　(Nunokawa,Mamoru/Owa,Shigeyoshi)
　
11. New coefficient inequalities for starlike and convex functions (New Extension of Historical Theorems for Univalent Function Theory)---77
　　　　群馬大学教育学部/近畿大学理工学部/群馬工業高等専門学校/群馬大学教育学部　　　布川 護/尾和 重義/斎藤 斉/高橋 典宏　(Nunokawa,Mamoru/Owa,Shigeyoshi/Saitoh,Hitoshi/Takahashi,Norihiro)
　
12. SOME SUFFICIENT CONDITIONS FOR STRONGLY STARLIKENESS (New Extension of Historical Theorems for Univalent Function Theory)-------81
　　　　/近畿大学理工学部　　　/尾和 重義　(Obradovic,Milutin/Owa,Shigeyoshi)
　
13. On certain integral operators (New Extension of Historical Theorems for Univalent Function Theory)------------------------------86
　　　　近畿大学理工学部　　　尾和 重義　(Owa,Shigeyoshi)
　
14. ON THE QUASI-HADAMARD PRODUCT OF CERTAIN UNIVALENT FUNCTIONS (New Extension of Historical Theorems for Univalent Function Theory)---97
　　　　近畿大学理工学部/　　　尾和 重義　(Owa,Shigeyoshi/Patel,J./Acharya,M.)
　
15. Subordination chains and univalence criteria (New Extension of Historical Theorems for Univalent Function Theory)--------------111
　　　　//近畿大学理工学部　　　//尾和 重義　(Pascu,Nicolae N./Raducanu,Dorina/Owa,Shigeyoshi)
　
16. Alpha-spiral mappings of a Banach space into the complex plane (New Extension of Historical Theorems for Univalent Function Theory)---118
　　　　Department of Mathematics, Faculty of Sciences, Transilvania University of Brasov　　　Raducanu,Dorina
　
17. On an univalence criterion (New Extension of Historical Theorems for Univalent Function Theory)--------------------------------125
　　　　/近畿大学理工学部　　　/尾和 重義　(Raducanu,Dorina/Owa,Shigeyoshi/Curt,Paula)
　
18. On differential subordinations (New Extension of Historical Theorems for Univalent Function Theory)----------------------------133
　　　　群馬工業高等専門学校　　　斎藤 斉　(Saitoh,Hitoshi)
　
19. INNER RADIUS OF UNIVALENCE FOR A STRONGLY STARLIKE DOMAIN (New Extension of Historical Theorems for Univalent Function Theory)---144
　　　　京都大学理学研究科　　　須川 敏幸　(Sugawa,Toshiyuki)
　
20. Integral Means of the Fractional Derivative for Certain Starlike and Convex Functions of order $\alpha$ (New Extension of Historical Theorems for Univalent Function Theory)---151
　　　　日本大学薬学部/東京電機大学工学部　　　関根 忠行/鶴見 和之　(Sekine,Tadayuki/Tsurumi,Kazuyuki)