Studying new generalizations of Max-Min matrices with a novel approach
We consider new kinds of max and min matrices, $\left [a_ {\max (i, j)}\right] _ {i, j\geq1} $
and $\left [a_ {\min (i, j)}\right] _ {i, j\geq1}, $ as generalizations of the classical max and min …
and $\left [a_ {\min (i, j)}\right] _ {i, j\geq1}, $ as generalizations of the classical max and min …
A nonlinear generalization of the Filbert matrix and its Lucas analogue
In this paper, we present both a new generalization and an analogue of the Filbert matrix by
the means of the Fibonacci and Lucas numbers whose indices are in nonlinear form for the …
the means of the Fibonacci and Lucas numbers whose indices are in nonlinear form for the …
A wide class of combinatorial matrices related with reciprocal Pascal and super Catalan matrices
E Kilic, H Prodinger - 2019 - scholar.sun.ac.za
In this paper, we present a number of combinatorial matrices that are generalizations or
variants of the super Catalan matrix and the reciprocal Pascal matrix. We present explicit …
variants of the super Catalan matrix and the reciprocal Pascal matrix. We present explicit …
New asymmetric generalizations of the Filbert and Lilbert matrices
E Kılıç, S Koparal, N Ömür - Periodica Mathematica Hungarica, 2019 - Springer
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