Results 61 to 70 of about 1,597,416 (183)
Some topological and algebraic properties of paranorm i-convergent double sequence spaces
Kuwait Journal of Science, 2013 In this article some new double sequence spaces , , and for = ( a double sequence of positive real numbers have been introduced. Some algebraic and topological properties of these spaces have been studied.
BIPAN HAZARIKA
doaj
On I-quotient mappings and I-cs'-networks under a maximal ideal
Applied General Topology, 2020 Let I be an ideal on N and f : X → Y be a mapping. f is said to be an I-quotient mapping provided f−1(U) is I-open in X, then U is I-open in Y . P is called an I-cs′-network of X if whenever {xn}n∈N is a sequence I-converging to a point x ∈ U with U open
Xiangeng Zhou
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A generalized statistical convergence via ideals
Applied Mathematics Letters, 2011 The notion of \(\lambda\)-statistical convergence was introduced by \textit{Mursaleen} [Math. Slovaca 50, No.~1, 111--115 (2000; Zbl 0953.40002)] as an extension of the \([V, \lambda]\) summability of \textit{L. Leindler} [Publ. Math. 10, 274--282 (1964; Zbl 0129.05002)]. The authors introduce the concepts of \(I\)-\([V, \lambda]\)-summability and \(I\)
Savaş, Ekrem, Das, Pratulananda
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Demonstratio Mathematica, 2014 In this work, using the concept of I-convergence and using the concept of rough convergence, we introduced the notion of rough I-convergence and the set of rough I-limit points of a sequence and obtained two rough I-convergence criteria associated with ...
Dündar Erdinç, Çakan Celal
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On Convergence with respect to an Ideal and a Family of Matrices [PDF]
International Journal of Analysis, 2014 P. Das et al. recently introduced and studied the notions of strong AI-summability with respect to an Orlicz function F and AI-statistical convergence, where A is a nonnegative regular matrix and I is an ideal on the set of natural numbers. In this paper, we will generalise these notions by replacing A with a family of matrices and F with a family of ...
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Spaces not distinguishing ideal pointwise and $\sigma$-uniform convergence
, 2023 We examine topological spaces not distinguishing ideal pointwise and ideal $\sigma$-uniform convergence of sequences of real-valued continuous functions defined on them. For instance, we introduce a purely combinatorial cardinal characteristic (a sort of
Filipów, Rafał, Kwela, Adam
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El PA denuncia falta de sensibilidad municipal para con los minusválidos
, 1991 El PA denuncia falta de sensibilidad por parte del gobierno municipal de Almería con las personas con diversidad funcional. En apoyo con varias asociaciones, proponen un plan de acción para la eliminación de barreras urbanísticas y arquitectónicas, y ...
Ideal
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IDEAL CONVERGENCE IN 2-NORMED SPACES
Taiwanese Journal of Mathematics, 2007 In this paper we introduce and investigate $\mathcal{I}-$convergence in $2-$ normed spaces, and also define and examine some new sequence spaces using $% 2- $norm.
Guerdal, Mehmet +3 more
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Ideal convergence of bounded sequences [PDF]
, 2008 Bu tez çalışmasında Bolzano-Weierstrass teoremi ideal yakınsaklığa genelleştirilecektir. (Reel sayılarda her sınırlı dizi yakınsak bir alt diziye sahiptir.) Bolzano-Weierstrass özelliğine sahip olan ya da olmayan ideal örnekleri verilecektir.
Aşılar, Nurcan
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Asymptotically I-Cesaro equivalence of sequences of sets
Universal Journal of Mathematics and Applications, 2018 In this paper, we defined concepts of asymptotically $\mathcal{I}$-Cesaro equivalence and investigate the relationships between the concepts of asymptotically strongly $\mathcal{I}$-Cesaro equivalence, asymptotically strongly $\mathcal{I}$-lacunary ...
Erdinç Dundar, Uğur Ulusu
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