ON ZEROS OF THE BOUBAKER POLYNOMIALS

초록

The Boubaker polynomials arose from the discretization of the equations of heat transfer in pyrolysis starting from an assumed solution of the form 1/NeA/H/x+1 Sigma(infinity)(k=0)xi(k)J(k)(t), where J(k) is the k-th order Bessel function of the first kind. In this paper, we investigate the distribution of zeros of the Boubaker polynomials.

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