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Mathematical Sciences Letters
An International Journal


Volumes > Vol. 6 > No. 1


Integer Powers of Certain Symmetric Complex Pentadiagonal Matrices

PP: 1-5
Fikri KÖKEN, Saadet ARSLAN,
The problem of computing integer powers of certain type matrices appears frequently in mathematical models. In general there is no computationally useful way to obtain arbitrary integer powers of matrices. Finding integer powers of an arbitrary nxn matrix carry a computational cost. However, this situation is different for banded symmetric matrices. In this paper, we derive a number of general expressions for integer powers of one type of symmetric complex pentadiagonal matrices.

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