Directory UMM :Journals:Journal_of_mathematics:JIS:
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We shall finish the paper with a formula for coefficients of Chebyshev polynomials of the second kind. Pub- lished in Journal of Integer Sequences , December
In this short note, we prove that the sequence A061646 from Neil Sloane’s Online Encyclo- pedia of Integer Sequences is connected with the number of domino tilings of a holey square..
We begin with an introductory section, where we define what this article will understand as a generalized Pascal matrix, as well as looking at the binomial transform, the Riordan
We study the Euler-Seidel matrix of certain integer sequences, using the binomial transform and Hankel matrices.. For moment sequences, we give an integral repre- sentation of
We link this study to Riordan arrays and Hankel transforms arising from a special case of capacity calculation related to MIMO communication systems.. A link is established between
We give explicit formulae for obtaining the binary sequences which produce Stein- haus triangles and generalized Pascal triangles with rotational and dihedral sym- metries.. The
Although this Framework does not deal directly with such concepts, the application of the principal qualitative characteristics and of appropriate accounting standards normally
Using another approach to form approximants of the two-dimensional continued fraction, elementary properties of two-dimensional continued fractions are investigated.. In particular,
