Hankel determinants (persymmetric, Turan determinants) have
been studying for a long time. Until now, many different
methods for computation of Hankel determinants have been
constructed. Also, those methods are applied on a different
number sequences. Hankel determinants have many
applications in mathematics, physics and technical sciences.
Hankel determinants play a main role in counting many
different combinatorial objects. The main goal of this doctoral
thesis is the symbolic computation of the Hankel
determinants(transformation) of some classes of integer
sequences
