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OGAWA Toshiyuki
Department Undergraduate School , School of Interdisciplinary Mathematical Sciences Position Professor |
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| Language | English |
| Publication Date | 2009 |
| Type | Academic Journal |
| Title | Bifurcation analysis to Swift-Hohenberg equation with Steklov type boundary conditions, |
| Contribution Type | Co-authored (first author) |
| Journal | Discrete and Continuous Dynamical Systems - Series A |
| Volume, Issue, Page | 25(1),pp.273 - 297 |
| Author and coauthor | Takashi Okuda |
| Details | Bifurcation structure of the stationary solutions to the Swift-Hohenberg equation with a symmetry breaking boundary condition is studied. Namely, a SO(2) breaking perturbation is added to the Neumann or Dirichlet boundary conditions. As a result, half of the secondary bifurcation points change their characters by the imperfection of pitchfork bifurcations. |