On Pfaffian and determinant of one type of skew centrosymmetric matrices
Fatih Yilmaz, Tomohiro Sogabe, Emrullah Kirklar
TL;DR
This paper derives formulas for the Pfaffian and determinant of a specific class of skew centrosymmetric matrices using second-order number sequences.
Contribution
It introduces a novel approach to compute Pfaffian and determinant for this matrix class based on second-order sequences.
Findings
Formulas for Pfaffian and determinant derived
Results expressed in terms of second-order sequences
Provides a new computational method for these matrices
Abstract
This paper is dedicated to compute Pfaffian and determinant of one type of skew centrosymmetric matrices in terms of general number sequence of second order.
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Taxonomy
TopicsAdvanced Mathematical Theories and Applications · graph theory and CDMA systems · Matrix Theory and Algorithms