A generalized convolution quadrature theory with a shift parameter theta is developed for fractional operators, unifying many existing shifted numerical schemes.
Lubich, A stability analysis of convolution quadratu rea for Abel-Volterra integral equations, IMA J
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The unified theory of shifted convolution quadrature for fractional calculus
A generalized convolution quadrature theory with a shift parameter theta is developed for fractional operators, unifying many existing shifted numerical schemes.