Classification of Stable Solutions to a Fractional Singular Elliptic Equation with Weight
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DOI: 10.1007/s10440-020-00347-5
Abstract: Let $p>0$ and $(-\Delta )^{s}$ is the fractional Laplacian with $0< s2s$ and $h$ is a nonnegative, continuous function satisfying $h(x)\geq C|x|^{a}$ , $a\geq 0$ , when $|x|$ large. We prove the nonexistence of positive… read more here.
Keywords: solutions fractional; fractional singular; elliptic equation; equation weight ... See more keywords
Quantization of fractional singular Lagrangian systems using WKB approximation
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DOI: 10.1142/s0217751x18502226
Abstract: In this paper, the fractional singular Lagrangian system is studied. The Hamilton–Jacobi treatment is developed to be applicable for fractional singular Lagrangian system. The equations of motion are obtained for the fractional singular systems and… read more here.
Keywords: wkb approximation; singular lagrangian; fractional singular; quantization fractional ... See more keywords