Fibonacci Elliptic Biquaternions

A. F. Horadam defined the complex Fibonacci numbers and quaternions in middle of 20th century. Half a century later, S. Hal{\i}c{\i} introduced by inspiring from these definitions discussed some properties them. Recently, elliptic biquaternions, which are generalized form real quaternions, have been presented. In this study, we introduce set biquaternions that includes as special case investigate biquaternions. Furthermore, give Binet formula Cassini's identity terms Finally, matrix representations