Search Results - "Moll, Salvador"

Existence of solutions to the Kobayashi–Warren–Carter system by Moll, Salvador, Shirakawa, Ken

“…In this paper, a coupled system of two parabolic type initial-boundary value problems is considered. The system is known as the Kobayashi–Warren–Carter model…”
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Expanding the phenotype of PIGP deficiency to multiple congenital anomalies‐hypotonia‐seizures syndrome by Martín‐Grau, Carla, Orellana Alonso, Carmen, Roselló Piera, Mónica, Pedrola Vidal, Laia, Llorens‐Salvador, Roberto, Quiroga, Ramiro, Marín Reina, Purificación, Rubio Moll, Juan Salvador, Gómez Portero, Rosa, Martínez‐Castellano, Francisco

“…Glycosylphosphatidylinositol‐anchored proteins are involved in multiple physiological processes and the initial stage of their biosynthesis is mediated by…”
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Weak solutions of anisotropic (and crystalline) inverse mean curvature flow as limits of p-capacitary potentials by Cabezas-Rivas, Esther, Moll, Salvador, Solera, Marcos

“…We construct weak solutions of the anisotropic inverse mean curvature flow (A-IMCF) under very mild assumptions both on the anisotropy (which is simply a norm…”
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Kobayashi–Warren–Carter type systems with nonhomogeneous Dirichlet boundary data for crystalline orientation by Moll, Salvador, Shirakawa, Ken, Watanabe, Hiroshi

“…In this paper we study the Dirichlet problem for the Kobayashi–Warren–Carter system. This system of parabolic PDE’s models the grain boundary motion in a…”
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Existence of Solutions to a Phase-Field Model of 3D Grain Boundary Motion Governed by a Regularized 1-Harmonic Type Flow by Moll, Salvador, Shirakawa, Ken, Watanabe, Hiroshi

“…In this paper, we propose a quaternion formulation for the orientation variable in the three-dimensional Kobayashi–Warren model for the dynamics of…”
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Nonlinear Diffusion in Transparent Media by Giacomelli, Lorenzo, Moll, Salvador, Petitta, Francesco

“…We consider a prototypical nonlinear parabolic equation whose flux has three distinguished features: it is nonlinear with respect to both the unknown and its…”
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Anisotropic Chan–Vese segmentation by Moll, Salvador, Pallardó–Julià, Vicent

“…In this paper we study a variant to Chan–Vese (CV) segmentation model with rectilinear anisotropy. We show existence of minimizers in the 2-phases case and how…”
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The Neumann problem for one-dimensional parabolic equations with linear growth Lagrangian: evolution of singularities by Moll, Salvador, Smarrazzo, Flavia

“…In this paper, we obtain existence and uniqueness of strong solutions to the inhomogenous Neumann initial-boundary problem for a parabolic PDE which arises as…”
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Partial regularity for manifold constrained quasilinear elliptic systems by Cabezas-Rivas, Esther, Moll, Salvador, Pallardó-Julià, Vicent

“…We consider manifold constrained weak solutions of quasilinear uniformly elliptic systems of divergence type with a source term that grows at most…”
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Segmentation in Measure Spaces by Moll, Salvador, Pallardó-Julià, Vicent, Solera, Marcos

“…We consider an abstract concept of perimeter measure space as a very general framework in which one can properly consider two of the most well-studied…”
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Large solutions for the elliptic 1-Laplacian with absorption by Moll, Salvador, Petitta, Francesco

“…In this paper, we give a general condition on the absorption term of the 1-Laplace elliptic equation for the existence of suitable large solutions. This…”
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Large solutions for nonlinear parabolic equations without absorption terms by Moll, Salvador, Petitta, Francesco

“…In this paper we give a suitable notion of entropy solution of parabolic p-laplacian type equations with 1 ⩽ p < 2 which blows up at the boundary of the…”
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Optimal waiting time bounds for some flux-saturated diffusion equations by Giacomelli, Lorenzo, Moll, Salvador, Petitta, Francesco

“…We consider the Cauchy problem for two prototypes of flux-saturated diffusion equations. In arbitrary space dimension, we give an optimal condition on the…”
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An Augmented Lagrangian Model for Signal Segmentation by Moll, Salvador, Pallardó, Vicent

“…In this paper, we provide a new insight to the two-phase signal segmentation problem. We propose an augmented Lagrangian variational model based on Chan–Vese’s…”
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Rotationally symmetric p-harmonic flows from D2 to S2: Local well-posedness and finite time blow-up by Iagar, Razvan Gabriel, Moll, Salvador

“…We study the p-harmonic flow from the unit disk D2 to the unit sphere S2 under rotational symmetry. We show that the Dirichlet problem with constant boundary…”
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Regular 1-harmonic flow by Giacomelli, Lorenzo, Łasica, Michał, Moll, Salvador

“…We consider the 1-harmonic flow of maps from a bounded domain into a submanifold of a Euclidean space, i.e., the gradient flow of the total variation…”
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Rotationally symmetric p-harmonic maps from D2 to S2 by Iagar, Razvan Gabriel, Moll, Salvador

“…We consider rotationally symmetric p-harmonic maps from the unit disk D2⊂R2 to the unit sphere S2⊂R3, subject to Dirichlet boundary conditions and with 1<p<∞…”
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Rotationally symmetric p -harmonic flows from D 2 to S 2 : Local well-posedness and finite time blow-up by Iagar, Razvan Gabriel, Moll, Salvador

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Erratum to: The Dirichlet problem associated to the relativistic heat equation by Andreu, Fuensanta, Caselles, Vicent, Mazón, Jose M., Moll, Salvador

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Rotationally symmetric p -harmonic maps from D 2 to S 2 by Iagar, Razvan Gabriel, Moll, Salvador

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