Gündüz, Mustafa; Bardak, Musa(e-Journal of New World Sciences Academy, 2010-10)
Eğitimde millîlik, Osmanlı devletinin son döneminde tartışılmaya
başlanmış bir konudur. II. Meşrutiyet döneminde bu konuda bazı dernekler
kurulmuş, yayınlar yapılmıştır. Bunlardan biri de Millî Tâlim ve Terbiye
Cemiyeti‟dir. ...
Şengül, Hacer; Et, Mikail(Thai Journal of Mathematics (Thai), 2017)
: In this paper, we define the generalized Ces`aro difference sequence
space C(p)(∆m) and consider it equipped with the Luxemburg norm under which it
is a Banach space and we show that in the space C(p)(∆m) every weakly ...
Et, Mikail; Şengül, Hacer(The National Academy of Sciences (PNAS), 2015)
In this paper we introduce the concepts of
pointwise lacunary statistical convergence of order a and
pointwise wpðf ; hÞ—summability of order a of sequences
of real valued functions. Also some relations between
pointwise ...
Et, Mikail; Şengül, Hacer(Journal of Mathematical Analysis, 2016)
In this study, using the generalized difference operator ∆m, we
introduce the concepts of (∆m, I) −lacunary statistical convergence of order α
and lacunary strong ∆mp −summa
Şengül, Hacer(Journal of Inequalities and Special Functions (JIASF), 2018)
The idea of asymptotically equivalent sequences and asymptotic
regular matrices was introduced by Marouf [ Marouf, M. Asymptotic equivalence and summability, Int. J. Math. Sci. 16(4) 755-762 (1993) ] and Patterson [ ...
The main object of this article is to introduce the concepts of f−lacunary statistical convergence
of order α and strong f−lacunary summability of order α of sequences of real numbers and give some
inclusion relations ...
The idea ofI−convergence of real sequences was introduced by Kostyrko et al. [Kostyrko, P. ; Sal´at, ˇ
T. and Wilczy ´nski, W. I−convergence, Real Anal. Exchange 26(2) (2000/2001), 669-686 ] and also independently
by ...
. In the paper [32], we have defined the concepts of lacunary statistical convergence of order
α and strong Nθ
p
−summability of order α for sequences of complex (or real) numbers. In this paper
we continue to ...