In this paper we consider a Toda system of equations on a compact surface: We will give existence results by using variational methods in a non coercive case. A key tool in our analysis is a new Moser-Trudinger type inequality under suitable conditions on the center of mass and the scale of concentration of the two components u1; u2.
In this paper we consider the following Toda system of equations on a compact surface: We will give existence results by using variational methods in a noncoercive case. A key tool in our analysis is a new Moser-Trudinger type inequality under suitable conditions on the center of mass and the scale of concentration of the two components u1 and u2. © 2011 Wiley Periodicals, Inc.
A Variational Analysis of the Toda System on Compact Surfaces
MALCHIODI, ANDREA;
2013
Abstract
In this paper we consider the following Toda system of equations on a compact surface: We will give existence results by using variational methods in a noncoercive case. A key tool in our analysis is a new Moser-Trudinger type inequality under suitable conditions on the center of mass and the scale of concentration of the two components u1 and u2. © 2011 Wiley Periodicals, Inc.| File | Dimensione | Formato | |
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malchiodi-ruiz.pdf
Open Access dal 15/11/2013
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