  In this work, we made a generalization that includes all bicomplex
Fibonacci-like numbers such as; Fibonacci, Lucas, Pell, etc.. We named this
generalization as bicomplex Horadam numbers. For bicomplex Fibonacci and Lucas
numbers we gave some additional identities. Moreover, we have obtained the
Binet formula and generating function for bicomplex Horadam numbers for the
first time. We have also obtained two important identities that relate the
matrix theory to the second order recurrence relations.
