Simboličko izračunavanje hankelovih determinanti i generalisanih inverza matrica
Symbolic computation of Hankel determinants and matrix generalized inverses
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In this thesis, existing methods for symbolic computation of Hankel deteriminants and matrix generalized inverses are modified and new are introducted. There are derived closed-form expressions for Hankel determinants of different classes of sequences. It is constructed the method for rapid computation of generalized inverses whose complexity reaches theoretical lower bound. There are also constructed new methods for computation of generalized inverses of rational and polynomial matrices.