Abstract
In this paper we analyze the existence of entire radially symmetric solutions for the Schrödinger system Δpiui+hi(r)|∇ui|pi−1=ai(r)fi(u1,…,ud)fori=1,…,d on RN, where pi>1,d∈{1,2,3,…},hi and ai are nonnegative radial continuous functions and fi are nonnegative non-decreasing continuous functions on [0,∞)d in all variables.
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