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- Title
Relations between two matrices: Fibonacci-Pascal matrix and inverse FFS polynomials matrix.
- Authors
Kim, M. S.
- Abstract
In this article, we prove basic properties such as addition and multiplication of the Fibonacci-Frobenius-sigmoid (FFS) polynomials. we prove basic properties such as addition and multiplication of the Fibonacci-Frobenius-sigmoid (FFS) polynomials. After factorizing the FFS polynomials matrix by the Fibonacci matrix, a certain relation is derived between the inverse FFS polynomials matrix and the Fibonacci-Pascal matrix.
- Subjects
MATRIX exponential; MATRIX inversion; EXPONENTIAL functions; POLYNOMIALS; MATRIX functions
- Publication
Journal of Algebra & Applied Mathematics, 2024, Vol 22, Issue 2, p97
- ISSN
2319-7234
- Publication type
Article