Finite Element Approximation for the Fractional Eigenvalue Problem
Finite Element Approximation for the Fractional Eigenvalue Problem is a scholarly work, published in 2018 in ''Journal of Scientific Computing''. The main subjects of the publication include convergence, finite element method, mathematical analysis, stock order, Laplace operator, eigenvectors and eigenvalues, fracture mechanics, Fractional Laplacian, multiscale modeling, work, anomalous diffusion, applied mathematics, and mathematics. The authors prove that the discrete eigenvalue problem converges to the continuous one and authors show the order of such convergence.