Höhere Eigenfunktionen für den p-Laplace-Operator im Limes p gegen 1

Applicant Professor Dr. Bernd Kawohl

Subject Area Mathematics

Term from 2007 to 2010

Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 50397469

Final Report Year 2010

Final Report Abstract

No abstract available

On the asymptotics of solutions of the Lane-Emden problem for the p-Laplacian, Archiv der Mathematik 91 (2008), 354-365
Christopher Grumiau, Enea Parini
Dissertation: Asymptotic behaviour of higher eigenfunctions of the p-Laplacian as p goes to 1, Verlag Dr. Hut, ISBN 978-3-86853-292-0, 2009
Enea Parini
On the Lane-Emden problem for the p-Laplacian, Oberwolfach reports 6 (2009), 1457-1459
Enea Parini
On the positivity preserving property of hinged plates, SIAM Journal on Mathematical Analysis 41 (2009), 2031-2037
Enea Parini, Athanasios Stylianou
Limits as p → ∞ of p-Laplacian problems with a superdiffusive power-like nonlinearity: positive and sign-changing solutions. Journal of Mathematical Analysis and Applications 372 (2010), 629-644
Fernando Charro, Enea Parini
Positivity preserving property for the hinged plate, Oberwolfach reports 7 (2010), 335-336
Enea Parini
The second eigenvalue of the p-Laplacian as p goes to 1, International Journal of Differential Equations (2010), Article ID 984671, 23 pp
Enea Parini
An introduction to the Cheeger problem, (2010)
Enea Parini
Continuity of the variational eigenvalues of the p-Laplacian with respect to p, (2010)
Enea Parini