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Asymptotic behavior of Eckhoff's method for convergence acceleration of Dirac eigenfunction expansions
The current paper considers the problem of recovering a vector-function on $[-1,1]$ from a limited number of coefficients of its expansion into a series of eigenfunctions of a one-dimensional Dirac system. The Krylov--Lanczos--Eckhoff--Gottlieb acceleration method is examined in the situation when t
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