References
- Aashikpelokhai, U. S. U., Agbeboh, G. U., Uzor, J. E., Elakhe, A. O., & Isere, A. O. (2010). A first course in linear algebra and algebraic strutures. PON Publishers.
- Ajibade, A. O. (2003). The concept of rhotrix in mathematical enrichment. International Education in Science and Technology, 34, 175–177.
- Aminu, A., & Michael, O. (2015). An introduction to the concept of paraletrix, a generalization of rhotrix. Journal of the African Mathematical Union and Springer-Verlag, 26, 871–885.
- Atanassov, K. T., & Shannon, A. G. (1998). Matrix-tertions and matrix-noitrets: Exercise for mathematical enrichment. International Education in Science and Technology, 29, 898–903.
- Baumslag, B., & Chandler, B. (1968). Theory and problems of group theory. Schaum’s outline series.
- Ezugwu, E. A., Ajibade, A. O., & Mohammed, A. (2011). Generalization of heart-oriented rhotrix multiplication and its algorithm implementation. International Journal of Computer Applications., 13, 5–11.
- Mohammed, A. (2009). A remark on the classifications of rhotrices as abstract strutures. International Journal of Physical Sciences, 4, 496–499.
- Mohammed, A. (2014). A new expression for rhotrix advances in linear algebra & matrix theory, 4, 128–133.
- Mohammed, A., Balarabe, M., & Imam, A. T. (2012). Rhotrix linear transformation. Advances in Linear Algebra & Matrix Theory, 2, 43–47.
- Mohammed, A., & Tella, Y. (2012). Rhotrix sets and rhotrix spaces category. International Journal of Mathematics and computational methods in Science and Technology, 2, 2012.
- Sani, B. (2004). An alternative method for multiplication of rhotrices. International Journal of Mathematical Education in Science and Technology, 35, 777–781.
- Sani, B. (2007). The row-column multiplication for higher dimensional rhotrices. International Journal of Mathematical Education in Science and Technology, 38, 657–662.
- Sani, B. (2008). Conversion of a rhotrix to a coupled matrix. International Journal of Mathematical Education in Science and Technology, 39, 244–249.
- Tudunkaya, S. M., & Manjuola, S. O. (2010). Rhotrices and the construction of finite fields. Bulletin of Pure and Applied Sciences, 29, 225–229.
- Usaini, S., & Mohmmed, L. (2012). On the rhotrix eigenvalues and eigenvectors. Journal of the African Mathematical Union and Springer-Verlag, 25, 223–235.