Some results on $\left( \lambda ,\mu \right) $-statistical convergence of sequences in gradual $n$-normed linear spaces

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참고문헌 (44)

1. L. A. Zadeh, "Fuzzy sets", Inf. Control, 8(3), pp.338~353 (1965)
2. J. Fortin, "Gradual numbers and their application to fuzzy interval analysis", IEEE Trans. Fuzzy Syst, 16, pp.388~402 (2008)
3. I. Sadeqi, "Gradual normed linear space", Iran. J. Fuzzy Syst, 8(5), pp.131~139 (2011)
4. M. Ettefagh, "On some topological properties in gradual normed spaces", Facta Univ. Ser. Math. Inform, 35(3), pp.549~559 (2020)
5. M. Ettefagh, "On some properties of sequences in gradual normed spaces", Asian-Eur. J. Math, 13(4), pp.2050085~ (2020)
6. F. Aiche, "Possibility and gradual number approaches to ranking methods for random fuzzy intervals", Commun. Comput. Inf. Sci, 299, pp.9~18 (2012)
7. D. Dubois, "Gradual elements in a fuzzy set", Soft Comput, 12, pp.165~175 (2007)
8. L. Lietard, "Conditions with aggregates evaluated using gradual numbers", Control Cybernet, 38, pp.395~417 (2009)
9. E. A. Stock, "Gradual numbers and fuzzy optimization", PhD., pp.2010
10. C. Choudhury, "On statistical convergence of sequences in gradual normed linear spaces", under review, ~
11. C. Choudhury, "On λ-statistical convergence of sequences in gradual normed linear spaces", under review, ~
12. H. Fast, "Sur la convergence statistique", Colloq. Math, 2, pp.241~244 (1951)
13. M. Mursaleen, "Statistical convergence of double sequences", J. Math. Anal. Appl, 288, pp.223~231 (2003)
14. B. Das, "On statistically convergent complex uncertain sequences", Carpathian Math. Publ, 14, pp.135~146 (2022)
15. B. Das, "On λ2-statistical convergence of complex uncertain sequences", Asian-Eur. J. Math (2022)[DOI]
16. J. Nath, "On strongly almost λ-convergence and statistically almost λ-convergence in the environment of uncertainty", Int. J. Gen. Sys, 51(3), pp.262~276 (2021)
17. B. Das, "Characterization of statistical convergence of complex uncertain double sequence", Anal. Math. Phys, 10(71), pp.1~20 (2020)
18. B. Das, "A new type of statistically convergent complex uncertain triple sequence", Thai J. Math, 20, pp.1441~1450 (2022)
19. B. Das, "Statistical convergence of complex uncertain triple sequence", Comm. Statist. Theory Methods, 51(20), pp.7088~7100 (2022)
20. B. Altay, "Some new spaces of double sequences", J. Math. Anal. Appl, 309(1), pp.70~90 (2005)
21. F. Ba¸sar, "Summability Theory and its Applications", pp.2022, CRC Press
22. E. Sava¸s, "I-statistical convergence in probabilistic normed spaces", Politehn. Univ. Bucharest Sci. Bull. Ser. A Appl. Math. Phys, 77(4), pp.195~204 (2015)
23. T. Yaying, "On sequence spaces defined by arithmetic function and Hausdorff measure of noncompactness", Rocky Mountain J. Math, 52(5), pp.1867~1885 (2022)
24. T. Yaying, "Lacunary arithmetic statistical convergence", Natl. Acad. Sci. Lett, 43(6), pp.547~551 (2020)
25. T. Yaying, "Upper bounds of some matrix operators on binomial and Orliczbinomial double sequence spaces", Scientific African, 17, pp.2468~2276 (2022)
26. Taja Yaying, "Lacunary arithmetic convergence", Proceedings of the Jangjeon Mathematical Society(장전수학회 논문집), 21(3), pp.507~513 (2018), 장전수학회[DOI]
27. E. Sava¸s, "On double statistical P-convergence of fuzzy numbers", J. Inequal. Appl, pp.7~ (2009)
28. M. Mursaleen, "λ-statistical convergence", Math. Slovaca, 50(1), pp.111~115 (2000)
29. L. Leindler, "Uber die de la vallee pousinsche summierbarkeit allgemeiner orthogonalreihen", Acta Math. Acad. Sci. Hungar, 16, pp.375~387 (1965)
30. R. C¸ olak, "λ-statistical convergence of order α", Acta Math. Sci. Ser. B, 31(3), pp.953~959 (2011)
31. E. Sava¸s, "λ¯-statistically convergent double sequences in probabilistic normed spaces", Math. Slovaca, 62(1), pp.99~108 (2012)
32. E. Sava¸s, "(λ, µ)-double sequence spaces via Orlicz function", J. Comput. Anal. Appl, 10(1), pp.101~111 (2008)
33. B. Hazarika, "(λ, µ)-statistical convergence of double sequences in n-normed spaces", Note Mat, 32(2), pp.101~114 (2012)
34. M. C¸inar, "(λ, υ)-statistical convergence on a product time scale", Punjab Univ. J. Math, 51(11), pp.41~52 (2019)
35. H. S¸eng¨ul, "On (λ, I)-statistical convergence of order α of sequences of function", Proc. Natl. Acad. Sci. India - Phys. Sci, 88, pp.181~186 (2018)
36. S. G¨ahler, "Linear 2-normietre Ra¨ume", Math. Nachr, 28, pp.1~43 (1965)
37. A. Misiak, "n-inner product spaces", Math. Nachr, 140, pp.299~329 (1989)
38. A. Esi, "Strongly lacunary summable double sequence spaces in n-normed spaces defined by ideal convergence and an Orlicz function", Adv. Model. Optim, 14(1), pp.79~86 (2012)
39. Ayhan Esi, "Strongly Summable Double Sequence Spaces in n−Normed Spaces Defined by Ideal Convergence and an Orlicz Function", Kyungpook Mathematical Journal, 52(2), pp.137~147 (2012), 경북대학교 자연과학대학 수학과[DOI]
40. A. Esi, "I-lacunary strong convergent sequences in n-normed spaces", J. Assam Acad. Math, 5, pp.64~69 (2012)
41. A. Esi, "Λ-strongly summable sequence spaces in ¨ n-normed spaces defined by ideal convergence and an Orlicz function", Math. Slovaca, 63(4), pp.829~838 (2013)
42. S. K. Sharma, "Some I-convergent sequence spaces defined by using a sequence of moduli and n-normed space", J. Egypt. Math. Soc, 21, pp.29~33 (2013)
43. K. Raj, "On some I-convergent sequence spaces over n-normed spaces", J. Ana. Num. Theor, 3(1), pp.21~26 (2015)
44. N. Fıstık¸cı, "I-lacunary generalized difference convergent sequences in n-normed spaces", J. Math. Anal, 2(1), pp.18~24 (2011)

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