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By Hans Detlef Mittelmann, Helmut Weber (auth.), H. D. Mittelmann, H. Weber (eds.)

ISBN-10: 3034862946

ISBN-13: 9783034862943

ISBN-10: 3764312041

ISBN-13: 9783764312046

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Read or Download Bifurcation Problems and their Numerical Solution: Workshop on Bifurcation Problems and their Numerical Solution Dortmund, January 15–17, 1980 PDF

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Extra info for Bifurcation Problems and their Numerical Solution: Workshop on Bifurcation Problems and their Numerical Solution Dortmund, January 15–17, 1980

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326-409 in 1511 53 Pimbley, G. H. :Eigenfunction branches of nonlinear operators, and their bifurcations, Lecture Notes in Maths. : Calculating global bifurcation, pp. 187-214, in 1851 56 Rabinowitz, P. : Some global results for nonlinear eigenvalue problems, J. Funct. Anal. 7 (1971),487-513 57 Rabinowitz, P. H. ): Applications of bifurcation theory, Academic Press, New York 1977 58 Reddien, G. : On Newton's method for singular problems, SIAM 59 Reddien, G. : Newton's method and higher order singularities, J.

Scholz proved under suitable hypotheses that the continuous problem possesses a turning point in a certain neighbourhood of a nonisolated Galerkin solution of (39). 7 Conventional Numerical Methods R. Meyer-Spasche 146, 471 76/79 proved results concerning the convergence of difference approximations to semi-linear elliptic boundary value problems Lu = Af(u) QcR 2 in Q, u = 0 on aQ, open, connected and bounded. Branches of iso la ted solutions of this equation were computed ne ar branch points. Bauer-Reiss 161 1976 applied difference methods to von Kärman's equations and were ahle to compute numerically primary and secondary branches parametrized by A.

Punktweise Abschätzungen zur Ermittlung des Einflusses von Störtermen bei Verzweigungsproblemen, Report 78-22, Math. : Bifurcation of a periodic solution from a stationary solution of a system of differential equations, translation of Hopf's original paper (1942), in 1451 26 Iujovich, V. : The onset of auto-oscillations in a fluid, J. Appl. Math. Mech. : Existence and discrete approximation of bifurcation points, pp. 157-186 in 1851 28 Keener, J. , Keller, H. :Perturbed bifurcation theory, Arch.

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Bifurcation Problems and their Numerical Solution: Workshop on Bifurcation Problems and their Numerical Solution Dortmund, January 15–17, 1980 by Hans Detlef Mittelmann, Helmut Weber (auth.), H. D. Mittelmann, H. Weber (eds.)


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