Abstract
ABSTRACTThis study investigates the solution of an ill‐posed time‐fractional order Schrödinger equation using a mollification regularization technique of the Dirichlet kernel. The Dirichlet regularized solution is obtained through convolution of the Dirichlet kernel with real measured data. Estimations of convergence are derived based on parameter selection criteria of a priori and a posteriori. The efficiency of the methodology was successfully verified by simulation tests.
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