In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is studied. The advantage of determining and using functionals depending (with their time derivative along the perturbations) directly on the eigenvalues of the involved linear operator is shown. Applications to spatial ecology and double diffusive convection in porous media are furnished
Functionals for the coincidence between linear and nonlinear stability with applications to spatial ecology and double diffusive convection / Rionero, Salvatore. - STAMPA. - (2006), pp. 461-474. ( XIII International Conference on WAVES AND STABILITY IN CONTINUOUS MEDIA Acireale (Catania)-Italy 19 - 25 Giugno, 2005).
Functionals for the coincidence between linear and nonlinear stability with applications to spatial ecology and double diffusive convection
RIONERO, SALVATORE
2006
Abstract
In the framework of Liapunov Direct Method, coincidence between linear and nonlinear stability is studied. The advantage of determining and using functionals depending (with their time derivative along the perturbations) directly on the eigenvalues of the involved linear operator is shown. Applications to spatial ecology and double diffusive convection in porous media are furnishedI documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
