| Abstrakt: |
This work presents a linear algebra approach to provide solutions to some mathematical model's characteristic of plant genetics. With the use of the reference framework of matrix diagonalization and the elements of genetics and through a methodological analysis of case study type, situations typical of this science of modification are presented, concluding with the demonstration of cases. Linear algebra is an essential element in the basic training of an engineer, since in addition to being a basic science subject, it has immense applications in both physics and statistics, differential equations, function modeling, circuits, computational algorithms, cryptography, etc. Therefore, it is important that engineering students develop concepts rather than techniques; of matrices, vectors, bases, subspaces, linear applications, vectors and eigenvalues, aspects that are closely linked to the solution of problems related to his profession; In addition, these concepts offer the possibility of a clear and precise advance of their applicable knowledge in subsequent courses and courses of their specific knowledge. [ABSTRACT FROM AUTHOR] |
