Some regular matrices defined by Fibonacci and Lucas numbers and its applications
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Abstract (EN)
In this study, two new regular matrices F and E are firstly defined by using Fibonacci and Lucas numbers. Then, it is denoted that the sequence spaces X(F) and X(E) are BK spaces and also isometrically isomorphic to space X. Further, the relationship among the spaces X(F),X(E) with lp, c, c0 is examined by giving some inclusion relations.
Author
Hasan Karabudak
How to Cite
Hasan Karabudak (Master Thesis). Some regular matrices defined by Fibonacci and Lucas numbers and its applications, 2016, Bitlis Eren University.
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