We consider the mean field equation on two-dimensional annular domains, and prove that if P1 and P2 are two blowup points of a blowing-up solution sequence of the equation, then we must have P1=-P2. © 2014 Académie des sciences.
On the location of two blowup points on an annulus for the mean field equation / Grossi, Massimo; Futoshi, Takahashi. - In: COMPTES RENDUS MATHÉMATIQUE. - ISSN 1631-073X. - STAMPA. - 352:7-8(2014), pp. 615-619. [10.1016/j.crma.2014.04.006]
On the location of two blowup points on an annulus for the mean field equation
GROSSI, Massimo;
2014
Abstract
We consider the mean field equation on two-dimensional annular domains, and prove that if P1 and P2 are two blowup points of a blowing-up solution sequence of the equation, then we must have P1=-P2. © 2014 Académie des sciences.File allegati a questo prodotto
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