A Study of Triple Sequence Spaces

Authored by Vakeel A. Khan, Ayhan Esi, Nagarajan Subramanian, and Hira Fatima, "A Study of Triple Sequence Spaces" is a comprehensive text dedicated to the detailed examination of the convergence of triple sequences. The book explores fundamental mathematical ideas underlying convergent sequences wh...

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Principais autores: Khan, Vakeel A., Esi, Ayhan, Subramanian, Nagarajan, Fatima, Hira
Formato: Online
Idioma:inglês
Publicado em: Holistence Academy Ar-Ge Yazılım Yayıncılık Eğitim Danışmanlık ve Organizasyon Ticaret Limited Şirketi 2026
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Acesso em linha:https://directory.doabooks.org/handle/20.500.12854/174339
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author Khan, Vakeel A.
Esi, Ayhan
Subramanian, Nagarajan
Fatima, Hira
author_browse Esi, Ayhan
Fatima, Hira
Khan, Vakeel A.
Subramanian, Nagarajan
author_facet Khan, Vakeel A.
Esi, Ayhan
Subramanian, Nagarajan
Fatima, Hira
author_sort Khan, Vakeel A.
collection Directory of Open Access Books
description Authored by Vakeel A. Khan, Ayhan Esi, Nagarajan Subramanian, and Hira Fatima, "A Study of Triple Sequence Spaces" is a comprehensive text dedicated to the detailed examination of the convergence of triple sequences. The book explores fundamental mathematical ideas underlying convergent sequences while also delving into advanced concepts such as statistical convergence (convergence in density) and ideal convergence, which are particularly useful for dealing with non-convergent bounded sequences. Aimed at science and engineering students as well as researchers, it covers a wide array of topics including Bernstein polynomials, rough statistical convergence in probability, and applications in fuzzy theory, serving as a valuable resource for those involved in Functional Analysis.
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publishDate 2026
publishDateRange 2026
publishDateSort 2026
publisher Holistence Academy Ar-Ge Yazılım Yayıncılık Eğitim Danışmanlık ve Organizasyon Ticaret Limited Şirketi
publisherStr Holistence Academy Ar-Ge Yazılım Yayıncılık Eğitim Danışmanlık ve Organizasyon Ticaret Limited Şirketi
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spelling doab-20.500.12854ir-1743392026-03-26T19:34:02Z A Study of Triple Sequence Spaces Khan, Vakeel A. Esi, Ayhan Subramanian, Nagarajan Fatima, Hira Statistical Convergence; Natural Density; Triple Sequences Mathematics Functional analysis Authored by Vakeel A. Khan, Ayhan Esi, Nagarajan Subramanian, and Hira Fatima, "A Study of Triple Sequence Spaces" is a comprehensive text dedicated to the detailed examination of the convergence of triple sequences. The book explores fundamental mathematical ideas underlying convergent sequences while also delving into advanced concepts such as statistical convergence (convergence in density) and ideal convergence, which are particularly useful for dealing with non-convergent bounded sequences. Aimed at science and engineering students as well as researchers, it covers a wide array of topics including Bernstein polynomials, rough statistical convergence in probability, and applications in fuzzy theory, serving as a valuable resource for those involved in Functional Analysis. Published 2026-03-26T19:34:00Z 2026-03-26T19:34:00Z 2021-11-15 book 978-625-7047-74-6 https://directory.doabooks.org/handle/20.500.12854/174339 eng image/png Attribution 4.0 International https://publications.holistence.com/index.php/hp/catalog/download/58/26/226?inline=1 Holistence Academy Ar-Ge Yazılım Yayıncılık Eğitim Danışmanlık ve Organizasyon Ticaret Limited Şirketi Holistence Publications 10.55094/holistence.58 10.55094/holistence.58 b1646b56-c589-4cd2-a762-f5951bc90ebd 978-625-7047-74-6 Holistence Publications Çanakkale / Türkiye open access
spellingShingle Statistical Convergence; Natural Density; Triple Sequences
Mathematics
Functional analysis
Khan, Vakeel A.
Esi, Ayhan
Subramanian, Nagarajan
Fatima, Hira
A Study of Triple Sequence Spaces
title A Study of Triple Sequence Spaces
title_full A Study of Triple Sequence Spaces
title_fullStr A Study of Triple Sequence Spaces
title_full_unstemmed A Study of Triple Sequence Spaces
title_short A Study of Triple Sequence Spaces
title_sort study of triple sequence spaces
topic Statistical Convergence; Natural Density; Triple Sequences
Mathematics
Functional analysis
topic_facet Statistical Convergence; Natural Density; Triple Sequences
Mathematics
Functional analysis
url https://directory.doabooks.org/handle/20.500.12854/174339
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