Diana Stan

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20102024

most citedLandis-type results for discrete equations

1 citations · 1 across the 3 of their papers we have counts for

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math.AP2024★ 1 cited

Landis-type results for discrete equations

Aingeru Fernández-Bertolin, Luz Roncal, Diana Stan

We prove Landis-type results for both the semidiscrete heat and the stationary discrete Schrödinger equations. For the semidiscrete heat equation we show that, under the assumption…

math.AP2012

Asymptotic behaviour of the doubly nonlinear equation $u_{t} = Δ_{p} u^{m}$ on bounded domains

Diana Stan, Juan Luis Vazquez

We study the homogeneous Dirichlet problem for the doubly nonlinear equation $u_{t} = Δ_{p} u^{m}$ , where $p > 1, m > 0$ posed in a bounded domain in $R^{N}$ with homogeneous boundar…

math.AP2010

Dispersive Properties for Discrete Schrodinger Equations

L. I. Ignat, D. Stan

In this paper we prove dispersive estimates for the system formed by two coupled discrete Schrödinger equations. We obtain estimates for the resolvent of the discrete operator and…

Landis-type results for discrete equations

Asymptotic behaviour of the doubly nonlinear equation ut​=Δp​um on bounded domains

Dispersive Properties for Discrete Schrodinger Equations

Asymptotic behaviour of the doubly nonlinear equation $u_{t} = Δ_{p} u^{m}$ on bounded domains