A continuous-order integral operator reconstructs analytic functions from fractional derivative data, acting as an integral counterpart to the Maclaurin series with Euler-Maclaurin corrections for improved accuracy.
Linear models of dissipation whose Q is almost frequency independent—II
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A Continuous-Order Integral Operator for Maclaurin-type Reconstruction
A continuous-order integral operator reconstructs analytic functions from fractional derivative data, acting as an integral counterpart to the Maclaurin series with Euler-Maclaurin corrections for improved accuracy.