In our previous work, we introduced the Apostol-type Bernoulli, Euler, and Genocchi-Fibonacci matrix polynomials and studied their basic properties. In this paper, we show that these polynomials are special cases of a more general class: the Apostol-type Appell-Fibonacci matrix polynomials. We investigate some new properties of this general class, which naturally extend our earlier results. Moreover, we derive a generating function for the Apostol-type Appell-Fibonacci matrix polynomials.
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MERSİN et al. (2026) studied this question.
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