Yazar "116690" için Matematik Bölümü listeleme

Yazar "116690" için Matematik Bölümü listeleme

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  • Bicomplex generalized k-horadam quaternions 
    Yazlık, Yasin; Köme, Sure; Köme, Cahit (2019-01)
    This study provides a broad overview of the generalization of the various quaternions,especially in the context of its enhancing importance in the disciplines of mathematics and physics. By the help of bicomplex ...
  • Cholesky factorization of the generalized symmetric k-Fibonacci matrix 
    Köme, Cahit (Gazi University, 2022-02)
    Matrix methods are a useful tool while dealing with many problems stemming from linear recurrence relations. In this paper, we discuss factorizations and inverse factorizations of two kinds of generalized k-Fibonacci ...
  • Dual-complex generalızed k-horadam numbers 
    Köme, Sure; Köme, Cahit; Yazlık, Yasin (2021)
    The purpose of this paper is to provide a broad overview of thegeneralization of the various dual-complex number sequences, especially inthe disciplines of mathematics and physics. By the help of dual numbers and dual-complex ...
  • Factorizations of some lower triangular matrices and related combinatorial identities 
    Köme, Cahit (Notes on Number Theory and Discrete Mathematics, 2021-10)
    In this study, we investigate the connection between second order recurrence matrix and several combinatorial matrices such as generalized r-eliminated Pascal matrix, Stirling matrix of the first and of the second kind ...
  • Modified generalized fibonacci and lucas quaternions 
    Köme, Sure; Köme, Cahit; Yazlık, Yasin (2019)
    In this paper, we introduce the modified generalized Fibonacci and Lucas quaternions. We present the generating functions, the Binet formulas and some significant identities for these quaternions. ...
  • On the symmetrical second order hyperbolic quaternions sequences 
    Köme, Sure; Köme, Cahit (2020-07)
    The purpose of this study is to obtain a new generalized quaternions sequences byusing hyperbolic functions with second order recurrence sequences. First of all, we define thesymmetrical second order hyperbolicsineand the ...
  • Some combinatorial identities via k-order Fibonacci matrices 
    Köme, Cahit (Miskolc Mathematical Notes, 2022-06)
    Matrix factorizations have been widely used in recent years, especially in engineering problems, to facilitate performance-requiring computations. In this paper, we investigate some interesting relationships between some ...