Browsing Matematik Bölümü Makale Koleksiyonu by Author "Fen Fakültesi"
Now showing items 21-30 of 30
-
SOME ALGEBRAIC PROPERTIES OF GENERALIZED q− CESARO MATRIX C_g (q)
Yazarlı, Hasret (2023)In this paper, we define the generalized q-Cesaro matrix by using generalized Cesaro matrix and q-Cesaro matrix. We investigate normality, self-adjointedness and Hilbert-Schmidt properties of generalized q-Cesaro matrices. -
Some Classification Theorems and Endomorphisms in New Classes
Alnoghashi, Hafedh); Alali, Amal S.; Koç Sögütcü, Emine; Rehman, Nadeem ur; Alqarni, Faez A. (MDPI, 2023)Let ℧ be a prime ring of char(℧) not equal 2 with its center Z. This article introduces new classes of endomorphisms and investigates how they relate to antiautomorphisms of prime rings and the commutativity of prime rings. ... -
Some identities involving multiplicative semiderivations on ideals
Gölbaşı,Öznur; Bedir, Zeliha (Hacettepe Journal of Mathematics & Statistics, 2021)Let R be a prime ring and I be a nonzero ideal of R. A mapping d : R → R is called a multiplicative semiderivation if there exists a function g : R → R such that (i) d(xy) = d(x)g(y)+xd(y) = d(x)y +g(x)d(y) and (ii) ... -
Some identities involving multiplicative semiderivations on ideals
Gölbaşı,Öznur; Bedir, Zeliha (Hacettepe Journal of Mathematics & Statistics, 2021)Let R be a prime ring and I be a nonzero ideal of R. A mapping d : R → R is called a multiplicative semiderivation if there exists a function g : R → R such that (i) d(xy) = d(x)g(y)+xd(y) = d(x)y +g(x)d(y) and (ii) ... -
Some properties and Vajda theorems of split dual Fibonacci and split dual Lucas octonions
Tokeşer, Ümit; Mert, Tuğba; Dündar, Yakup (AIMS Mathematics, 02 March 2)In this paper, we introduce split dual Fibonacci and split dual Lucas octonions over the algebra O(a; b; c), where a; b and c are real numbers. We obtain Binet formulas for these octonions. Also, we give many identities ... -
SPECTRA AND FINE SPECTRA OF THE GENERALIZED UPPER DIFFERENCE OPERATOR WITH TRIPLE REPETITION (D_3)^ab ON THE HAHN SEQUENCE SPACE
Durna, Nuh; Mursaalen, Muhammed; Kılıç, Rabia (2022)The goal of this paper is to obtain the spectra and fi ne spectra of the matrix (D_3)^ab on the Hahn space. Also, we explore some ideas of how to study the problem for a general form of the matrix, namely, the matrix ... -
Spectra and fine spectra of the generalized upper difference operator with triple repetition ∆_3^ab on the Hahn sequence space
Nuh Durna, Mursaleen Muhammed, Kılıç Rabia (De Gruyter, 2022)The goal of this paper is to obtain the spectra and ne spectra of the matrix D_3âb on the Hahn space. Also, we explore some ideas of how to study the problem for a general form of the matrix, namely, the matrix D_3âb where ... -
Terminal value problem for neutral fractional functional differential equations with Hilfer-Katugampola fractional derivative
Bouriah, Soufyane; Benchohra, Mouffak; Gülyaz Özyurt, Selma (Published by Faculty of Sciences and Mathematics, 2023)In this paper, we establish the existence of solutions for a class of nonlinear neutral fractional differential equations with terminal condition and Hilfer-Katugampola fractional derivative. The arguments are based upon ... -
THE SPECTRUM OF q–CESARO MATRICES ON ` c AND ITS VARIOUS SPECTRAL DECOMPOSITION FOR 0 < q < 1
Durna, Nuh; Türkay, Merve Esra (01.09.2021)One of q-analogs of the Ces´aro matrix of order one is the triangular matrix with nonzero entries cnk = qn−k/1+q+···+qn, 0 k n, where q ∈ [0,1] . In this article, we will determine the spectrum of this matrix on the space ... -
Trace Formulae for a Conformable Fractional Diffusion Operator
Çakmak, Yaşar (Filomat, 2022)In this paper, we obtain the regularized trace formulae for a diffusion operator, which includes conformable fractional derivatives of order α (0 < α ≤ 1) instead of the ordinary derivatives in a traditional diffusion ...