Nonlinear Evolution Equations and Applications
大谷 光春
Mitsuharu Otani
目 次
1. Structure of the stationary solution to Keller-Segel equation in one dimension (Nonlinear Evolution Equations and Applications)---1
    大阪大学工学研究科/大阪大学工学研究科   大崎 浩一/八木 厚志 (Osaki, Koichi/Yagi, Atsushi)
2. The surface diffusion flow equation does not preserve the convexity (Nonlinear Evolution Equations and Applications)-------------10
    北海道大学理学部   伊藤 一男 (Ito, Kazuo)
3. Structure of unbounded viscosity solutions to semilinear degenerate elliptic equations (Nonlinear Evolution Equations and Applications)---22
    神戸商船大学/神戸商船大学   丸尾 健二/冨田 義人 (Maruo, Kenji/Tomita, Yoshihito)
4. Analogy of the Fredholm Alternative for nonlinear operators (Nonlinear Evolution Equations and Applications)---------------------31
    Department of Mathematics, University of West Bohemia   Drabek, Pavel
5. Periodic Double Obstacle Problems and Applications (Nonlinear Evolution Equations and Applications)------------------------------39
    千葉大学自然科学研究科   山崎 教昭 (Yamazaki, Noriaki)
6. A Stefan Problem with Memory and Nonlinear Boundary Condition (Nonlinear Evolution Equations and Applications)-------------------53
    Department of Mathematics, Ohio University/Dipartimento di Matematica "F. Casorati", Universita di Pavia/Dipartimento di Matematica "F. Brioschi", Politecnico di Milano   Aizicovici, Sergiu/Colli, Pierluigi/Grasselli, Maurizio
7. Nonlocal nonlinear systems of transport equations in weighted $L^1$ spaces : An operator theoretic approach (Nonlinear Evolution Equations and Applications)---62
    広島大学理学部   山口 利幸 (Yamaguchi, Toshiyuki)
8. Upper and lower bounds for the Hausdorff dimension of the attractor for reaction-diffusion equations in $\mathbb{R}^n$ (Nonlinear Evolution Equations and Applications)---81
    Free Univ. of Berlin/Free Univ. of Berlin   Efendiev, Messoud A./Scheel, A.
9. Global existence and gradient estimates for some quasilinear parabolic equations (Nonlinear Evolution Equations and Applications)---91
    九州大学数理学研究科   中尾 愼宏 (Nakao, Mitsuhiro)
10. Perturbations of maximal monotone operators applied to the nonlinear Schrodinger and complex Ginzburg-Landau equations (Nonlinear Evolution Equations and Applications)---102
    東京理科大学理工学部/東京理科大学理工学部   岡沢 登/横田 智巳 (Okazawa, Noboru/Yokota, Tomomi)
11. On the Well-posedness of a Linear Heat Equation with a Critical Singular Potential (Nonlinear Evolution Equations and Applications)---121
    早稲田大学理工学部   平田 大介 (Hirata, Daisuke)