Search Results - "RIONERO, S"

Brinkmann viscosity action in porous MHD convection by Capone, F., Rionero, S.

“…The stabilizing effect of Brinkmann viscosity (BV) in MHD convection in a horizontal porous layer L – filled by an electrically conducting fluid, heated from…”
Get full text

Inertia effect on the onset of convection in rotating porous layers via the “auxiliary system method” by Capone, F., Rionero, S.

“…Via the auxiliary system method (Rionero, 2012 [35] and Rionero, 2013 [36,37]) the onset of convection in rotating porous layers in the presence of inertia is…”
Get full text

Long-time behaviour of fluid motions in porous media according to the Brinkman model by Rionero, S., Vergori, L.

“…The paper is concerned with a binary fluid mixture in a porous horizontal layer according to the Brinkman model. The long-time behaviour of the solutions is…”
Get full text

Necessary and sufficient conditions for nonlinear stability in the magnetic Bénard problem by MULONE, G, RIONERO, S

“…We study the magnetic Bénard problem with the Lyapunov direct method and obtain necessary and sufficient conditions of conditional nonlinear stability. By…”
Get full text

The effect of density-dependent dispersal on the stability of populations by Mulone, G., Rionero, S., Wang, W.

“…The nonlinear stability of two populations diffusing in a common bounded domain with nonlinear density-dependent dispersal of a general type is studied, under…”
Get full text

Effect of prey growth and predator cannibalism rate on the stability of a structured population model by Buonomo, B., Lacitignola, D., Rionero, S.

“…The dynamics of a structured population model including cannibalism is analyzed. Hopf bifurcation threshold for the cannibalistic attack rate is detected…”
Get full text

Global stability for penetrative convection with throughflow in a porous material by Hill, A. A., Rionero, S., Straughan, B.

“…This paper investigates penetrative convection in a layer of porous material saturated with water when there is throughflow present. The density is quadratic…”
Get full text

WASCOM XVI—International Conference on Waves and Stability in Continuous Media by Rionero, S., Ruggeri, T., Saccomandi, G., Vitolo, R.

“…Issue Title: Special Issue: Proceedings of the XVI WASCOM Conference (Brindisi 12-18 June 2012)…”
Get full text

Asymptotic Properties of Solutions to Nonlinear Possibly Degenerated Parabolic Equations in Unbounded Domains by Rionero, S.

“…The nonlinear diffusion equation u t = δF (u) is studied in exterior domains under Dirichlet boundary conditions. Asymptotic stability criteria for the steady…”
Get full text

Cross-diffusion influence on the non-linear L 2-stability analysis for a Lotka-Volterra reaction-diffusion system of PDEs by Flavin, J. N., Rionero, S.

“…The paper considers non-linear stability and instability of the zero solutions of a pair of reaction-diffusion partial differential equations, which…”
Get full text

Nonlinear stability of a convective motion in a porous layer driven by a horizontally periodic temperature gradient by Capone, F., Rionero, S.

“…The nonlinear global exponential pointwise stability of a vertical steady flow driven by a horizontal periodic temperature gradient in a porous layer is…”
Get full text

Cross-diffusion influence on the non-linear L2-stability analysis for a Lotka–Volterra reaction–diffusion system of PDEs by FLAVIN, J. N, RIONERO, S

“…The paper considers non-linear stability and instability of the zero solutions of a pair of reaction–diffusion partial differential equations, which…”
Get full text

Stability properties for nonlinear diffusion in porous and other media by Flavin, J.N., Rionero, S.

Get full text

A rigorous reduction of the L 2 -stability of the solutions to a nonlinear binary reaction–diffusion system of PDE's to the stability of the solutions to a linear binary system of ODE's by Rionero, S.

“…A basic peculiar Lyapunov functional V is introduced for the dynamical systems generated by a pair of nonlinear reaction–diffusion PDE's, with nonconstant…”
Get full text

Asymptotic and Other Properties of a Nonlinear Diffusion Model by Flavin, J.N, Rionero, S

Get full text

Global stability in the Bénard problem for a mixture with superimposed plane parallel shear flows by Lombardo, S., Mulone, G., Rionero, S.

“…The Lyapunov direct method is used to study the non‐linear stability of parallel convective shear flows of a mixture heated and salted from below for any…”
Get full text

On the stability of non-autonomous perturbed Lotka–Volterra models by Capone, F., De Luca, R., Rionero, S.

“…The paper is devoted to an extended Lotka–Volterra system of differential equations of predator–prey model. The extension is proposed with perturbation terms,…”
Get full text

The rotating Bénard problem: new stability results for any Prandtl and Taylor numbers by Mulone, G., Rionero, S.

Get full text

Note on a versatile Liapunov functional: applicability to an elliptic equation by Flavin, J. N., Rionero, S.

“…A novel, very effective Liapunov functional was used in previous papers to derive decay and asymptotic stability estimates (with respect to time) in a variety…”
Get full text

Nonlinear stability for a thermofluid in a vertical porous slab by Flavin, J.N., Rionero, S.

Get full text