No.738
変分問題とその周辺
Variational Problems and Related Topics
　
1989/09/12〜1989/09/14
菊池 紀夫
KIKUCHI,NORIO
　
目　次
　
1. A modulus of uniform continuity with some order in $L^s_{loc}(\Omega ; R^N) (2 \le s \le \infty)$ and a sharp estimate of $Lebesque points$ of the first-derivatives of minimizers of a Quasi-convex functional in the calculus of variations---1
　　　　Department of Mathematics, Facutly of Science and Technology, Keio University　　　堀畑 和弘　(HORIHATA, KAZUHIRO)
　
2. Campanato type estimates for solutions of difference-elliptic partial differential equations with constant coefficients----------10
　　　　Department of Mathematics, Facutly of Science and Technology, Keio University / Department of Mathematics, Facutly of Science and Technology, Keio University　　　KIKUCHI, NORIO / MISAWA, MASASHI
　
3. Critical Values of the Yamabe Functional-----------------------------------------------------------------------------------------31
　　　　奈良女子大学　　　小林 治　(Kobayashi, Osamu)
　
4. Level sets of the solution to elliptic boundary value problems-------------------------------------------------------------------36
　　　　Tokyo Institute of Technology　　　坂口 茂　(Sakaguchi, Shigeru)
　
5. Monge-Ampere方程式の対称全域解について(変分問題とその周辺)-----------------------------------------------------------------------42
　　　　広島大学理学部　　　草野 尚　(Kusano, Takasi)
　
6. On a Stable Manifold Theorem for the Harmonic Map Heat Flow----------------------------------------------------------------------48
　　　　名古屋大学理学部　　　内藤 久資　(NAITO, Hisashi)
　
7. Estimates for Harmonic Maps and their Applications-------------------------------------------------------------------------------53
　　　　都立大学理学部　　　高桑 昇一郎　(Takakuwa, Shoichiro)
　
8. A free boundary problem for the calculus of variations---------------------------------------------------------------------------65
　　　　静岡県立大学　　　小俣 正朗　(Omata, Seiro)
　
9. Applications of Lyusternik-Schnirelmann theory to Hamiltonian systems------------------------------------------------------------73
　　　　Meiji Univ.　　　林 喜代司　(Hayashi, K.)
　
10. Homoclinic orbits for a singular second order Hamiltonian system----------------------------------------------------------------79
　　　　名古屋大学理学部　　　田中 和永　(Tanaka, Kazunaga)
　
11. On H$^1_0$-estimates for radially symmetric solutions of semilinear elliptic equations------------------------------------------91
　　　　Department of Mathematics, Facutly of Science, Hiroshima University　　　梶木屋 龍治　(Kajikiya, Ryuji)