Titlebook: Geometric Properties for Parabolic and Elliptic PDE‘s; Rolando Magnanini,Shigeru Sakaguchi,Angelo Alvino Book 2013 Springer-Verlag Italia

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Cardiac-Output

Morphologische EKG-Interpretation, among polygons having a given number of vertices and a given area. A long-standing conjecture by Pólya-Szeg? states that the solution is the regular polygon. We show that such conjecture is true within the subclass of polygons for which a suitable notion of “asymmetry measure” exceeds a critical threshold.

Dawdle

Patrimony

BRAVE

commonsense

commonsense

Stability and Instability of Group Invariant Asymptotic Profiles for Fast Diffusion Equations,tability, the notions of stability and instability of group invariant profiles are introduced under a similarly invariant class of perturbations, and moreover, some stability criteria are exhibited and applied to symmetric domain (e.g., annulus) cases.

Finasteride

,Kato’s Inequality in the Half Space: An Alternative Proof and Relative Improvements,associated to a functional are, in fact, extremals. In this paper we will show how this method is well suited also to functionals that have no extremals. Moreover, we will present a class of inequalities that interpolate Kato’s inequality and Hardy’s inequality in the half space.

墊子

Global Structure of the Solution Set for a Semilinear Elliptic Problem Related to the Liouville Equ the solution set of the problem in the bifurcation diagram. We find explicit solutions including non-radially symmetric solutions and determine the connected component containing the solutions. As a consequence, we provide a suggestive evidence for the global structure of the solution set of the Liouville equation.

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