Triple Lacunary Sequence Spaces for Fuzzy Numbers
Journal: Süleyman Demirel University Faculty of Arts and Science Journal of Science (Vol.17, No. 2)Publication Date: 2022-11.25
Authors : Işıl Açık Demirci;
Page : 270-287
Keywords : Lacunary statistical convergence; Statistical convergence; Fuzzy number; Triple sequence;
Abstract
It was Nanda [29] in 1989 who demonstrate that all convergent fuzzy number sequences are complete metric spaces. Nuray [30] gave the relations between lacunary statistical convergent and statistical convergent sequences in fuzzy numbers. Various aspects of fuzzy number sequences have been discussed by many different authors. In this work, we peruse the notions of lacunary statistical convergence of a triple sequence of fuzzy numbers and triple lacunary strongly p-Cesàro summability. We define triple lacunary statistically Cauchy sequence, triple lacunary strongly p-Cesàro summable and lacunary statistically convergent to a fuzzy number. We think that there is a relationship between these various concepts. Thus in this article, we include some basic theorems on this subject.
Other Latest Articles
- Damla Döküm Yöntemi ile Üretilen Perovskit Filmlerin Yaşlanma Süreçlerinin Elektriksel Karakterizasyon Teknikleri ile Belirlenmesi
- Anlı-Güngör Saçılma Formülü için Case metodu
- Ultrahızlı Optik Darbeler Kullanılarak Azot Molekülünden Yüksek Mertebeli Harmonik Üretimi
- Farklı Antijen Hazırlama Metotları İle Hazırlanan İnsan Meme Kanseri Hücre Lizatlarının Adjuvan Kombinasyonları İle İmmünostimülan/Sitotoksik Aktivitelerinin İncelenmesi
- Farklı Hücre Hatlarında Besiyeri ve FBS’in Hücre Proliferasyonu Üzerindeki Etkilerinin İncelenmesi
Last modified: 2022-12-08 18:02:46