Abstract
In this article we study the roots or zeros of polynomials with bicomplex coefficients. Bicomplex algebra is a two-dimensional Clifford algebra over with commutative multiplication, and is a generalization of complex numbers. We present a technique for computing zeros of bicomplex polynomials, and illustrate our main results with some examples.
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Acknowledgements
The authors would like to thank ITESM, Campus Monterrey, through the Research Chair in Telecommunications for the support provided in the development of this work.