How can one compute the Neumann spectral fractional Laplacian of power function, $(-\Delta)^s x^{\alpha}$, with $\alpha >0$, in an interval $(0,1)$. I'm only aware of the formula in the whole space.
Explicit formula for spectral fractional Laplacian of power-function $(-\Delta)^s x^{\alpha}$ in $(0,1) \subset \mathbb R$
fa.functional-analysisap.analysis-of-pdesca.classical-analysis-and-odessemigroups-of-operatorsfractional-calculus
user173196
- 99
- 6