Semi-stable radial solutions of -Laplace equations in
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文摘
This paper is devoted to the study of semi-stable radial solution u&isin;C1(RN)u&isin;C1(RN) of &minus;Δpu=f(u)&minus;Δpu=f(u) in RNRN, where N≥2N≥2, p>1p>1, ΔpΔp is the pp-Laplace operator and f&isin;C1(R)f&isin;C1(R) is a general function. We establish sharp pointwise estimates for such solutions for p≥2p≥2 or 1<p<21<p<2 and N≤2p(2&minus;p+1)(p&minus;1)(2&minus;p), which do not depend on ff.

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