The uniform \(L^2\) behavior for time discretization of an evolution equation
The uniform \(L^2\) stability and convergence properties for the time discretization of an evolution equation with memory term are studied. The methods considered are based on the second-order backward difference approximation combined with the second-order convolution quadrature and interpolant quadrature approximating the integral.
second-order backward difference approximation
scientific article; zbMATH DE number 1921183