Results 71 to 80 of about 2,617,315 (120)
, 2008 In this article we introduce the generalized difference paranormed sequence spaces co(?n, ?, p), c(?n, ?, p), and l?(?n, ?, p)associated with the multiplier sequence ? = ?k of nonzero complex numbers.
Esi, A.
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On Zweier paranorm I-convergent double sequence spaces
Cogent Mathematics, 2016 في هذه المقالة، نقدم مساحات التسلسل المزدوج المتقاربة لـ Zweier Paranorm I 2ZI(q) و 2Z0I (q) و 2Z∞I(q) لـ q=(qij)، وهي سلسلة من الأعداد الحقيقية الموجبة. ندرس بعض الخصائص الجبرية والطوبوغرافية على هذه المساحات.
Vakeel A. Khan +2 more
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Stability of an AQCQ-functional equation in paranormed spaces
, 2012 Using the fixed point method and direct method, we prove the Hyers-Ulam stability of an additive-quadratic-cubic-quartic functional equation in paranormed ...
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On 2 - normed space valued paranormed null sequence space
BIBECHANA, 2013 In this paper we introduce and study a new class c0 ( S, α‾ , u‾ , ||. , .|| ) of sequences with values in 2- normed space as a generalization of basic null sequence space c0. We investigate some conditions pertaining to the containment relations of the class c0 ( S, α‾ , u‾ , ||.
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A NEW PARANORMED SPACE DERIVED FROM THE JORDAN TOTIENT FUNCTION AND CHARACTERIZATIONS OF SOME MATRIX TRANSFORMATIONS [PDF]
Paranormed linear spaces have many important properties, since they appear as the generalizations of normed linear spaces. The most well-known paranormed linear P space among these spaces is ℓ(p) space of the sequences x=(x_{k}) satisfying ∑_{k=0 ...
Girgin Atlıhan, Özlem +1 more
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Some properties of measures of noncompactness in paranormed spaces
, 1988 This paper presents new properties of important measures of noncompactness in paranormed spaces. Using these properties some fixed point theorems for multivalued mappings in general topological vector spaces are obtained in a straightforward way.
Olga Hadžić
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Generalization of the space l(p) derived by absolute Euler summability and matrix operators. [PDF]
J Inequal Appl, 2018 Gökçe F, Sarıgöl MA.
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Some new paranormed sequence spaces and core theorems
, 2014 2nd International Conference on Analysis and Applied Mathematics (ICAAM) -- SEP 11-13, 2014 -- Shymkent, KAZAKHSTANLet mu is an element of{l(infinity), c, c(0)}. In this study, by using lambda matrix.
Ali Karaisa +3 more
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Topological properties of some sequences defined over 2-normed spaces. [PDF]
Springerplus, 2016 Dutta H, Kilicman A, Altun O.
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A study of the q-analogue of the paranormed Cesàro sequence spaces
FilomatIn this article, we introduce and investigate the q-Ces?ro matrix C(q) = (cq uv) with q ? (0, 1) for which we have cq uv ={qv/[u + 1]q (0 ? v ? u) 0 (v > u), where the q-number [?]q is given, as usual in the q-theory, by [?]q := {1 ? q?/1 ? q (? ? C) ?n?1 k=0 qk = 1 + q + q2 + ....+ qn?1 (? = n ?
H.M. Srivastava +2 more
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