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Continuous families of Holder functions that are not of bounded variation
(Akademiai KiadoBudapestHungria, 2004)
ON THE LOCAL CONVERGENCE OF A TWO-STEP STEFFENSEN-TYPE METHOD FOR SOLVING GENERALIZED EQUATIONS
(Universidad Católica del Norte, Departamento de Matemáticas, 2008)
Campo de vetores Hölder contínuo tangente a várias folheações
(Universidade Federal de Minas GeraisBrasilICX - DEPARTAMENTO DE MATEMÁTICACurso de Especialização em MatemáticaUFMG, 2022-03-23)
The objective of this work is to bring the positive answer presented by Bonatti and Franks to the question proposed by Wilkinson about the existence or not of a continuous non-singular vector field of $\mathbb{R}^2$ tangent ...
Qualitative analysis of rupture solutions for a MEMS problem
(Elsevier, 2016)
We prove sharp Holder continuity and an estimate of rupture sets for sequences of solutions of the following nonlinear problem with negative exponent
Delta u =1/u(p) in Omega, p > 1.
As a consequence, we prove the ...
Convergence of Newton's method under Vertgeim conditions: new extensions using restricted convergence domains
We present new sufficient convergence conditions for the semilocal convergence of Newton’s method to a locally unique solution of a nonlinear equation in a Banach space. We use Hölder and center Hölder conditions, instead ...
Holder continuous solutions for integro-differential equations and maximal regularity
(ACADEMIC PRESS, 2006)
Localization Properties of the Chalker-Coddington Model
(BIRKHAUSER VERLAG AG, 2010)
The Chalker-Coddington quantum network percolation model is numerically pertinent to the understanding of the delocalization transition of the quantum Hall effect. We study the model restricted to a cylinder of perimeter ...
Local Bounds, Harnack's Inequality and Hölder Continuity for for divergence type elliptic equations with non-standard growth
(Unión Matemática Argentina, 2015-04)
We obtain a Harnack type inequality for solutions to elliptic equations in divergence form with non-standard p(x)-type growth. A model equation is the inhomogeneous p(x)-Laplacian. Namely, ∆p(x)u := div |∇u| p(x)−2∇u = ...