Title of article
On computing of integer positive powers for one type of tridiagonal and antitridiagonal matrices of even order
Author/Authors
Beiranvand ، M. Department of Mathematics - Lorestan University , Ghasemi Kamalvand ، M. Department of Mathematics - Lorestan University
From page
59
To page
69
Abstract
In this paper, firstly we derive a general expression for the mth power (m ∈ N) for one type of tridiagonal matrices of even order. Secondly we present a method for computing integer powers of the antitridiagonal matrices that is corresponding with these matrices. Then, we present some examples to illustrate our results and give Maple 18 procedure in order to verify our calculations.
Keywords
Tridiagonal matrices , eigenvalues , eigenvector , Jordan s form , matrix powers
Journal title
Journal of Linear and Topological Algebra
Journal title
Journal of Linear and Topological Algebra
Record number
2619990
Link To Document