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Browsing Department of Mathematics by Subject "Nonlinear boundary value problems"

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The existence and uniqueness of solutions in a weighted Sobolov space for an initial-boundary problem of a degenerate parabolic equation with principal part in divergence form

Lee, Hanku (2000-03-13)
A topological approach to dry friction and nonlinear beams

Senkyrik, Martin (1995-04-25)

Topological results are applied to boundary value problems modeling nonlinear beams and dry friction. A classical continuation theorem is used to prove existence results for nonlinear beams. Unified proofs, where possi ...

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