Weakly monotone decreasing solutions to elliptic Schrödinger integral system
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In this article, we study positive solutions to an elliptic Schrodinger system in Rn for n ≥ 2. We give general conditions guaranteeing the non-existence of positive solutions and introduce weakly monotone decreasing functions. We also establish lower-bounds on the decay rates of positive solutions and obtain upper-bounds when these are weakly monotone decreasing.
CitationChernysh, E. (2021). Weakly monotone decreasing solutions to elliptic Schrödinger integral system. Electronic Journal of Differential Equations, 2021(28), pp. 1-11.
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