Some Generalizations and Basic (or q-) Extensions of the Bernoulli, Euler

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Explicit formulas for p-adic integrals: approach to p-adic distributions and some families of special numbers and polynomials. (2019, unknown): “[6], for detail, see also [56], [36], [77], [115], [117]).”
Some Coefficient Inequalities of q-Starlike Functions Associated with Conic Domain Defined by q-Derivative (2018, methodology): “Research Article Some Coefficient Inequalities of q-Starlike Functions Associated with Conic Domain Defined by q-Derivative Shahid Mahmood ,1 Mehwish Jabeen,2 Sarfraz NawazMalik ,2 H. M. Srivastava ,3,4 Rabbiya Manzoor,2 and S. M. Jawwad Riaz2 1Department of Mechanical Engineering, Sarhad University”
Some approximation results involving the q‐Szász–Mirakjan–Kantorovich type operators via Dunkl's generalization (2017, background): “; q/ is defined by (see, for example, [15–17] and [18]; see also the recent works [19] and [20] dealing with the q-analysis)”
Generating functions for generalized Stirling type numbers, Array type polynomials, Eulerian type polynomials and their applications (2011, background): “, where δn,0 denotes the Kronecker symbol (see [13], [29], [46]).”