Abstract:
In this thesis, we consider some generalization of Degenerate Cauchy Numbers and Polynomials
of the Second Kind. The generalization is by means of definite integral and generating
functions. All these generalizations enable us to investigate and expand algebraic properties
of Degenerate Cauchy Numbers and Polynomials of the Second Kind. We also combine these
generalizations and derive numerous combinatorial and arithmetical identities.
