On the third-order Horadam matrix sequences
Abstract
In this paper, we first give new generalizations for third-order Horadam \Hn(3)\n∈ N and generalized Tribonacci \hn(3)\n∈ N sequences for classic Horadam and generalized Fibonacci numbers. Considering these sequences, we define the matrix sequences which have elements of \Hn(3)\n∈ N and \hn(3)\n∈ N. Then we investigate their properties.
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