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[كتاب][B] Harmonic morphisms between Riemannian manifolds
Page 1 Page 2 Page 3 LONDON MATHEMATICAL SOCIETY MONOGRAPHS NEW SERIES
Series Editors EB Davis Peter M. Neumann This One 8HBS-284-UHPR Page 4 LONDON …
Series Editors EB Davis Peter M. Neumann This One 8HBS-284-UHPR Page 4 LONDON …
[كتاب][B] Sur les inégalités de Sobolev logarithmiques
Cet ouvrage offre un panorama sur les inégalités de Sobolev logarithmiques dont le champ
d'application n'a cessé de croıtre au cours des dernieres années, de l'analyse et la …
d'application n'a cessé de croıtre au cours des dernieres années, de l'analyse et la …
[كتاب][B] Analysis, geometry, and modeling in finance: Advanced methods in option pricing
P Henry-Labordere - 2008 - taylorfrancis.com
Analysis, Geometry, and Modeling in Finance: Advanced Methods in Option Pricing is the
first book that applies advanced analytical and geometrical methods used in physics and …
first book that applies advanced analytical and geometrical methods used in physics and …
Sobolev inequalities for the Hardy–Schrödinger operator: extremals and critical dimensions
In this survey paper, we consider variational problems involving the Hardy–Schrödinger
operator L_ γ:=-Δ-γ| x|^ 2 L γ:=-Δ-γ| x| 2 on a smooth domain Ω Ω of R^ n R n with 0 ∈ Ω 0∈ …
operator L_ γ:=-Δ-γ| x|^ 2 L γ:=-Δ-γ| x| 2 on a smooth domain Ω Ω of R^ n R n with 0 ∈ Ω 0∈ …
Kernel density estimation on Riemannian manifolds
The estimation of the underlying probability density of n iid random objects on a compact
Riemannian manifold without boundary is considered. The proposed methodology adapts …
Riemannian manifold without boundary is considered. The proposed methodology adapts …
Large energy entire solutions for the Yamabe equation
We consider the Yamabe equation Δu+ n (n− 2) 4| u| 4n− 2u= 0 in Rn, n⩾ 3. Let k⩾ 1 and
ξjk=(e2jπik, 0)∈ Rn= C× Rn− 2. For all large k we find a solution of the form uk (x)= U (x)−∑ …
ξjk=(e2jπik, 0)∈ Rn= C× Rn− 2. For all large k we find a solution of the form uk (x)= U (x)−∑ …
Weakly constrained minimization: application to the estimation of images and signals involving constant regions
We focus on the question of how the shape of a cost-function determines the features
manifested by its local (and hence global) minimizers. Our goal is to check the possibility …
manifested by its local (and hence global) minimizers. Our goal is to check the possibility …
Existence and phase separation of entire solutions to a pure critical competitive elliptic system
We establish the existence of a positive fully nontrivial solution (u, v) to the weakly coupled
elliptic system-Δ u= μ 1| u| 2∗-2 u+ λ α| u| α-2| v| β u,-Δ v= μ 2| v| 2∗-2 v+ λ β| u| α| v| β-2 v, u …
elliptic system-Δ u= μ 1| u| 2∗-2 u+ λ α| u| α-2| v| β u,-Δ v= μ 2| v| 2∗-2 v+ λ β| u| α| v| β-2 v, u …
Torus action on and sign-changing solutions for conformally invariant equations
We construct sequences of sign-changing solutions for some conformally invariant
semilinear elliptic equation which is defined Sn, when n≥ 4. The solutions we obtain have …
semilinear elliptic equation which is defined Sn, when n≥ 4. The solutions we obtain have …
The second Yamabe invariant
Let (M, g) be a compact Riemannian manifold of dimension n⩾ 3. We define the second
Yamabe invariant as the infimum of the second eigenvalue of the Yamabe operator over the …
Yamabe invariant as the infimum of the second eigenvalue of the Yamabe operator over the …