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Uniqueness theorem for integral equations and its application

机译:积分方程的唯一性定理及其应用

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This paper is devoted to answering a question asked recently by Y. Li regarding geometrically interesting integral equations. The main result is to give a necessary and sufficient condition on the parameters so that the integral equation with parameters to be discussed in this paper have regular solutions. In the case such condition is satisfied, we will write down the exact solution. As its application of our method, we should show that the non-existence theory of the solutions of prescribed scalar curvature equation on S-n can be generalized to that of prescribed Branson-Paneitz Q-curvature equations on S-n. (C) 2007 Elsevier Inc. All rights reserved.
机译:本文致力于回答Y. Li最近提出的有关几何有趣积分方程的问题。主要结果是给参数提供必要和充分的条件,从而使带有本文所讨论参数的积分方程具有规则解。在满足这种条件的情况下,我们将写下确切的解决方案。作为我们方法的应用,我们应该证明,在S-n上标量曲率方程解的不存在理论可以推广到在S-n上标明Branson-Paneitz Q曲率方程的解。 (C)2007 Elsevier Inc.保留所有权利。

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