A second-order Crank-Nicolson finite element scheme is proved stable and O(tau-squared plus h-squared) accurate for a viscoelastic PDE with a variable-exponent Abel kernel, and numerical tests confirm the rates.
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A multiscale Abel kernel and application in viscoelastic problem
A second-order Crank-Nicolson finite element scheme is proved stable and O(tau-squared plus h-squared) accurate for a viscoelastic PDE with a variable-exponent Abel kernel, and numerical tests confirm the rates.