V. Ervin

collaborators

2 papers

math.AP2024

A variable diffusivity fractional Laplacian

V. J. Ervin

In this paper we analyze the existence, uniqueness and regularity of the solution to the generalized, variable diffusivity, fractional Laplace equation on the unit disk in $\mathbb…

math.AP2024

Characterization of the weighted Sobolev space $H_{β}^{s} (Ω)$ in $R^{2}$ in terms of the decay rate of Fourier-Jacobi coefficients

V. J. Ervin

In this paper, motivated by the analysis of the fractional Laplace equation on the unit disk in $R^{2}$ , we establish a characterization of the weighted Sobolev space $H_β…

A variable diffusivity fractional Laplacian

Characterization of the weighted Sobolev space Hβs​(Ω) in R2 in terms of the decay rate of Fourier-Jacobi coefficients

Characterization of the weighted Sobolev space $H_{β}^{s} (Ω)$ in $R^{2}$ in terms of the decay rate of Fourier-Jacobi coefficients