The aim of this paper is to introduce a new sequence of bicomplex numbers with coefficients from the complex Fibonacci sequence, and to investigate some fundamental properties of the newly defined sequence.

In this study, we have defined Hartley transforms for functions of bicomplex variables by using some known integral transformations, and then we examined the properties of these transformations.

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In this study, we investigate Fibonacci quaternions and their some important properties. Then, we define a special sequence using the elements of the Fibonacci quaternion sequence. Furthermore, we calculate the autocorrelation, right and left periodic autocorrelation values by using the elements of the newly defined sequence.