PALESE, Lidia Rosaria R.

PALESE, Lidia Rosaria R.  

DIPARTIMENTO DI MATEMATICA  

Mostra records
Risultati 1 - 20 di 43 (tempo di esecuzione: 0.046 secondi).
Titolo Data di pubblicazione Autore(i) File
A linear instability analysis of the Benard problem for deep convection 1-gen-2005 Georgescu, A.; Labianca, Arcangelo; Palese, Lidia Rosaria R.
A linear instability analysis of the Benard problem for deep convection 1-gen-2006 Georgescu, A; Labianca, Arcangelo; Palese, Lidia Rosaria R.
A LINEAR MAGNETIC BENARD PROBLEM WITH HALL EFFECT. APPLICATION OF BUDIANSKI-DIPRIMA METHOD 1-gen-2008 Palese, Lidia Rosaria R.; Georgescu, A.
A linear magnetic Benard problem with tensorial electrical conductivity 1-gen-2006 Georgescu, A.; Palese, Lidia Rosaria R.; Redaelli, A.
A linear stability analysis of the Benard problem for deep convection 1-gen-2006 A., Georgescu; Labianca, Arcangelo; Palese, Lidia Rosaria R.
A linearization principle for the stability of the chemical equilibrium of a binary mixture 1-gen-2010 Georgescu, A; Palese, Lidia Rosaria R.
Ameliorations des estimations de Prodi pour le spectre 1-gen-1995 Palese, Lidia Rosaria R.; Georgescu, Adelina
Anisotropic thermoconvective effects on the stability of the thermodiffusive equilibrium 1-gen-1989 Maiellaro, Michele; Palese, Lidia Rosaria R.
BIOMATEMATICA modelli dinamica e biforcazione 1-gen-2009 Georgescu, A; Palese, Lidia Rosaria R.; Raguso, Grazia
The complete form for the Joseph extended criterion 1-gen-2001 Adelina, Georgescu; Palese, Lidia Rosaria R.; Redaelli, Aldo
A DESCRIPTION OF ANISOTROPIC POROUS NANOCRYSTALS FILLED BY A FLUID FLOW IN THE FRAMEWORK OF EXTENDED THERMODYNAMICS WITH INTERNAL VARIABLES 1-gen-2020 Restuccia, L.; Palese, L.; Caccamo, M. T.; Fama`, A.
DYNAMICAL APPROACH IN BIOMATHEMATICS 1-gen-2006 Georgescu, A; Palese, Lidia Rosaria R.; Raguso, Grazia
Electrical anisotropic effects on thermal instability 1-gen-1984 Maiellaro, Michele; Palese, Lidia Rosaria R.
Extension of Joseph's criterion to the nonlinear stability of mechanical equilibria in the presence of thermodiffusive conductivity 1-gen-1996 Georgescu, Adelina; Palese, Lidia Rosaria R.
Heat equation for porous nanostructures filled by a fluid flow 1-gen-2019 Restuccia, Liliana; Palese, Lidia; Caccamo, Maria Teresa; Famà, Alessio
Instabilizing-stabilizing effects of MHD anisotropic currents 1-gen-1989 Labianca, Arcangelo; M., Maiellaro; Palese, Lidia Rosaria R.
Lyapunov method applied to the anisotropic Benard problem 1-gen-2004 Palese, Lidia Rosaria R.; Georgescu, A.
Neutral thermal hydrodynamic and hydromagnetic stability hypersurfaces for a micropolar fluid layer 1-gen-1998 Georgescu, Adelina; Palese, Lidia Rosaria R.; Gavrilescu, Mihai
NONLINEAR HYDRODYNAMIC STABILITY CRITERIA DERIVED BY A GENERALIZED ENERGY METHOD 1-gen-2005 BICHIR C., L; Palese, Lidia Rosaria R.; Georgescu, A.
A nonlinear hydrodynamic stability criterion derived by a generalized energy method 1-gen-2005 Liviu Bichir, Catalin; Georgescu, Adelina; Palese, Lidia Rosaria R.