Nonexistence of positive solution for an integral equation on a Half-Space R+n
Let n,m be a positive integer and let R+n be the n-dimensional upper half Euclidean space. In this paper, we study the following integral equation (equation required) where (equation required) Cn is a positive constant, 0 < 2m < n, and p > 1. Using the method of moving planes in integral forms, we show that equation (1) has no positive solution.
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