MATRIX REPRESENTATION OF BIVARIATE BI-PERIODIC JACOBSTHAL POLYNOMIALS
European Journal of Molecular & Clinical Medicine,
2020, Volume 7, Issue 8, Pages 4184-4197
Abstract
In this paper we will introduce Bi-variate Bi- periodic Jacobsthal matrix polynomial sequence which is defined as if is even and if is odd with initial conditions and . We will find generating function, well-known Cassini’s identity, determinant and Binet’s formula for the polynomial sequences. Also, we will find summation formula for this generalized matrix polynomial sequence. generating matrix and a few related results for Bi-variate Bi-periodic Jacobsthal polynomial sequence will also be discussed.
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