On mixed-type generalized degenerate Lucas–Bernoulli/Euler polynomials

In this paper, we define and study the mixed-type generalized degenerate Lucas–Bernoulli and generalized degenerate Lucas–Euler polynomials. We obtain a wide range of novel and meaningful identities and relationships within these classes of polynomials. In addition, we present numerical approximations of zeros and computational visualizations that illustrate the structure and distribution of the zeros of these mixed-type polynomials.