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MiS Preprint
63/2013

The qualitative boundary behavior of blow-up solutions of the super-Liouville equations

Jürgen Jost, Chunqin Zhou and Miaomiao Zhu

Abstract

Continuing our work on the boundary value problem for super-Liouville equation, we study the qualitative behavior of boundary blow-ups. The boundary condition is derived from the chirality conditions in the physics literature, and is geometrically natural. In technical terms, we derive a new Pohozaev type identity and provide a new alternative, which also works at the boundary, to the classical method of Br\'ezis-Merle.

Received:
Jul 11, 2013
Published:
Jul 12, 2013

Related publications

inJournal
2014 Repository Open Access
Jürgen Jost, Chunqin Zhou and Miaomiao Zhu

The qualitative boundary behavior of blow-up solutions of the super-Liouville equations

In: Journal de mathématiques pures et appliquées, 101 (2014) 5, pp. 689-715