Asymptotic classification conjecture for positive singular solutions of poly-harmonic equations
Asymptotic classification conjecture. If p∈(1,2m∗−1)p\in(1,2_m^*-1)p∈(1,2m∗−1), then
Classification conjecture for positive singular solutions of critical poly-harmonic equations
Let m∈N+m\in\mathbb N^+m∈N+, set N=2mN=2mN=2m, and let n>Nn>Nn>N. Consider positive singular solutions u∈CN(Rn∖{0})u\in C^N(\mathbb R^n\setminus\{0\})u∈CN(Rn∖{0}) of … where…
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