Electronic Journal of Differential Equations: Conference 18, 2010.
Proceedings of the
2007 Conference on Variational and Topological Methods: Theory, Applications,
Numerical Simulations, and Open Problems .
Northern Arizona University, Flagstaff, Arizona. May 23-27, 2007.
The following papers were submitted by the participants in the conference,
then refereed and accepted for publication in a special issue of the
Electronic Journal of Differential Equations.
Details from the conference are available in a
Foreword Message
posted by the editors of the proceedings.
Table of contents. (In alphabetical order)
- Jiri Benedikt, Petr Girg;
Prufer transformation for the p-Laplacian,
Conf. 18(2010), pp. 1-13.
- Marco Ghimenti, Anna Maria Micheletti;
On the number of nodal solutions for a nonlinear elliptic problem on symmetric Riemannian manifolds,
Conf. 18(2010), pp. 15-22.
- Christopher Grumiau, Christophe Troestler;
Oddness of least energy nodal solutions on radial domains,
Conf. 18(2010), pp. 23-31.
- Gabriela Holubova, Petr Necesal;
The Fucik spectra for multi-point boundary-value problems,
Conf. 18(2010), pp. 33-44.
- David Medina, Pablo Padilla;
A geometric approach to invariant sets for dynamical systems,
Conf. 18(2010), pp. 45-56.
- Nikolaos S. Papageorgiou, Eugenio M. Rocha;
Existence and multiplicity of solutions for the noncoercive
Neumann p-Laplacian,
Conf. 18(2010), pp. 57-66.
- Peter Takac;
Variational methods and linearization tools towards the spectral analysis
of the p-Laplacian, especially for the Fredholm alternative,
Conf. 18(2010), pp. 67-105.
Note: To preview PDF files your computer needs Adobe
Acrobat Reader, which is available from
http://www.adobe.com
Note: Bibliographical references to articles in this
proceedings should be written as follows.
Author's name; Title of the article,
2007 Conference on Variational and Topological Methods: Theory, Applications,
Numerical Simulations, and Open Problems.
Electron. J. Diff. Eqns., Conf. 18 (2010), pp. ##-##.
Return to the Electronic Journal of Differential Equations.