1 |
P. Kostyrko, T. Salat, W. Wilczynski, I-convergence. Real Anal. Exch.26(2) 669-686(2000).
DOI
|
2 |
T. Salat, B.C. Tripathy, M. Ziman, On some properties of I-convergence. Tatra Mt. Math. Publ.,(28)279-286(2004).
|
3 |
K. Demirci, I-limit superior and limit inferior, Math. Commun.6,165-172(2001).
|
4 |
P. Das, P. Kostyrko, P. Malik, W. Wilczynski, I and I*-Convergence of Double Sequences. Math. Slovaca, 58,605-620,(2008).
DOI
ScienceOn
|
5 |
M. Gurdal, M.B. Huban, On I-Convergence of Double Sequences in the Topology induced by Random 2-Norms. Matematicki Vesnik, vol. 65, no. 3, pp. 113, 2013.
|
6 |
Ayhan Esi and Bipan Hazarika, Lacunary summable sequence spaces of fuzzy numbers defined by ideal convergence and an Orlicz function , Afrika Matematika November (2012), 1-7.
|
7 |
Ayhan Esi and M. Kemal zdemir, 0-strongly summable sequence spaces in n-normed spaces defined by ideal convergence and an Orlicz function, Mathematica Slovaca 63(4)(2013), 829-838.
DOI
ScienceOn
|
8 |
Ayhan Esi and Bipan Hazarika, -ideal convergence in intuitionistic fuzzy 2-normed linear space, Journal of Intelligent Fuzzy Systems: Applications in Engineering and Technology, 24(4)(2013), 725-732.
|
9 |
V.A. Khan and N. Khan, On a new I-convergent double sequence spaces. Int J of Anal,Hindawi Publishing Corporation, Article ID-126163 Vol 2013,1-7(2013).
|
10 |
Ayhan Esi and S.K Sharma, Some I-convergent sequence spaces defined by using sequence of moduli and n-normed space,Journal of the Egyptian Mathematical Society, 21(2)(2013), 103-107.
DOI
ScienceOn
|
11 |
Ayhan Esi, Hemen Dutta and Alias B Khalaf, Some Orlicz extended I-convergent A-summable classes of sequences of fuzzy numbers, Journal of Inequalities and Applications, 2013.
|
12 |
M. Gurdal, S. Ahmet, Extremal I-Limit Points of Double sequences. Applied Mathematics E-Notes,8,131-137,(2008).
|
13 |
V.A. Khan and T. Sabiha, On Some New double sequence spaces of Invariant Means defined by Orlicz function. Commun. Fac. Sci. 60,11-21 (2011).
|
14 |
V.A. Khan and K. Ebadullah, On Zweier I-convergent sequence spaces defined by Orlicz functions. Submitted.
|
15 |
F. Basar and B. Altay, On the spaces of sequences of p-bounded variation and related matrix mappings.Ukr. Math.J.55.(2003).
|
16 |
E. Malkowsky, Recent results in the theory of matrix transformation in sequence spaces.Math.Vesnik.(49)187-196(1997).
|
17 |
P.N. Ng and P.Y. Lee, Cesaro sequence spaces of non-absolute type.Comment.Math. Prace.Mat.20(2)429-433(1978).
|
18 |
C.S. Wang, On Norlund sequence spaces.Tamkang J.Math.(9)269-274(1978).
|
19 |
B. Altay, F. Basar and M. Mursaleen, On the Euler sequence space which include the spaces .I,Inform.Sci.176(10)(2006),1450-1462
DOI
ScienceOn
|
20 |
M. Sengonul, On The Zweier Sequence Space. Demonstratio Math. Vol.XL No.(1)181-196(2007).
|
21 |
V.K. Bhardwaj and N. Singh, Some sequence spaces defined by Orlicz functions. Demons. Math.,33(3): 571-582(2000).
DOI
|
22 |
J. Lindenstrauss and L.Tzafriri, On Orlicz sequence spaces. Israel J. Math.,101: 379-390(1971).
|
23 |
P.K. Kamthan and M. Gupta, Sequence spaces and series. Marcel Dekker Inc,New York.(1980).
|
24 |
B.C. Tripathy and B. Hazarika, Paranorm I-Convergent sequence spaces.,Math Slovaca.59(4)485-494.(2009).
DOI
ScienceOn
|
25 |
V.A. Khan and N. Khan, I-Pre-Cauchy Double Sequences and Orlicz Functions Eng.Sci. Res., 5, 52-56, (2013).
|
26 |
B.C. Tripathy and B. Hazarika, Some I-Convergent sequence spaces defined by Orlicz function.,Acta Math. Appl. Sin.,Engl.Ser.27(1)149-154(2011).
DOI
|
27 |
V.A. Khan and N. Khan, On some I- Convergent double sequence spaces defined by a sequence of modulii Ilirias J. Math 4(2), 1-8, (2013).
|
28 |
V.A. Khan and N. Khan, On some I- Convergent double sequence spaces defined by a modulus functionEng. Sci. Res., 5, 35-40, (2013).
|
29 |
V.A. Khan, K. Ebadullah, Ayhan Esi, N. Khan, M. Shafiq, On Paranorm Zweier I-Convergent Sequence Spaces Journal of Mathematics,Hindawi Publishing Corporation,Vol 2013, Article ID 613501,1-6(2013)
|