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References
- M. Basarir, Paranormed Cesaro dierence sequence space and related matrixtransformation, Turk. J. Math., 15(1991), 14-19.
- V. K. Bhardwaj and N. Sing, On some new spaces of lacunary strongly-convergent sequences dened by Orlicz functions, Indian J. Pure Appl. Math.,31(11)(2000), 1515-1526.
- M. Et, On some generalised Cesaro dierence sequence spaces, Istanbul Univ. FenFak. Mat. Derg., 55(56)(1996/97), 221-229.
- A. R. Freedman, J. J. Sember and M. Raphael, Some Cesaro type summabilityspaces, Proc. Lond. Math. Soc., 37(1978), 508-520.
- A. A. Jagers, A note on Cesaro sequence spaces, Nieuw. Arch. Wisk., 22(3)(1974),113-124.
- A. H. Ganie and A. Antesar, Certain sequence spaces, Adv. Stu. in Comtem.Math., 30(1)(2020), 17-27.
- A. H. Ganie and N. A. Sheikh, Matrix transformation into a new sequence spacerelated to invariant means, Chamchuri J. Math., 4(12)(2012), 71-72.
- A. H. Ganie and N. A. Sheikh, On some new sequence space of non-absolute typeand matrix transformations, Jour. Egyptain Math. Soc., 21( 2013), 34-40.
- A. H. Ganie and N. A. Sheikh, Innite matrices and almost bounded sequences,Vietnam J. Math, 42(2)(2014), 153-157.
- A. H. Ganie, A. Mobin N. A. Sheikh and T. Jalal, New type of Riesz sequencespace of non-absolute type, J. Appl. Comput. Math., 5(1)(2016), 1-4.
- A. H. Ganie, N. A. Sheikh, M. Ahmad and Afroza, Some matrix mappings of-means, Asian Journal of Mathematics and Computer Research,13(2)(2016), 119-124.
- A. H. Ganie and N. A. Sheikh, Innite matrices and almost convergence, Filomat,29(6) (2015), 1183-1188.
- A. H. Ganie, B. C. Tripathy, N. A. Sheikh and M. Sen, Invariant means and matrixtransformations, Func. Anal.-TMA, 2 (2016), 28-33.
- T. Jalal, S. A. Gupkari and A. H. Ganie, Innite matrices and sigma convergentsequences, Southeast Asian Bull. Math., 36 (2012), 825-830.[15] V. Karakaya, H. Kara and R. Savas, On strongly Cesaro convergent sequencespaces dened by Orlicz function, Analele Universitatii din Timisoara, XL,(2)(2002), 67-74.
- H. Kizmaz, On certain sequence, Canad, Math. Bull., 24(2) (1981), 169-176.
- M. Mursaleen, A. H. Ganie and N. A. Sheikh, New type of generalized dierencesequence space of non-absolute type and some matrix transformations, Filomat,28(7)2014), 1381-1392.
- P.-N, Ng and P.-Y.Lee, Cesaro sequences spaces of non-absolute type, Comment.Math. Prace Mat., 20(2)(1978), 429-433.
- F. Nuray and E.Savas, Some new sequence spaces dened by a modulus function,Indian J. Pure Appl. Math., 24 (4)(1993), 657-663.
- C. Orhan, Cesaro dierence sequence spaces related matrix transformations,Comm. Fac. Sci. Univ. Ankara Ser. A1 Math., 32(8)(1983), 55-63.
- E. Savas, Spaces of strongly lacunary invariant summable sequences, Tbilisi Math.J., 13(1)(2020), 61-68.
- E. Savas and R. Savas, Some sequence spaces dened by Orlicz function, Arch.Math. (Brno), 40(2004), 33-40.
- E. Savas, Lacunary almost convergence and some new sequence spaces, Filomat,33(5)(2019), 1397-1402.
- N. A. Sheikh and A. H. Ganie, A new paranormed sequence space and some matrixtransformation, Acta Math. Academiae Paedag. Nyiregy., 28 (2012), 47{58.
- J. S. Shiue, On the Cesaro sequence space, Tamkang J. Math., 2(1970), 19-25.
- B. C. Tripathy and A. Esi, A new type of dierence sequence spaces, Int. J. Sci.Tech., 1(1)(2006), 11-14.
- B. C. Tripathy, A. Esi and B. K. Tripathy , On a new type of generalized dierenceCesaro sequence spaces, Soochow J. Math., 31(3)(2005), 333-340.
References
M. Basarir, Paranormed Cesaro dierence sequence space and related matrixtransformation, Turk. J. Math., 15(1991), 14-19.
V. K. Bhardwaj and N. Sing, On some new spaces of lacunary strongly-convergent sequences dened by Orlicz functions, Indian J. Pure Appl. Math.,31(11)(2000), 1515-1526.
M. Et, On some generalised Cesaro dierence sequence spaces, Istanbul Univ. FenFak. Mat. Derg., 55(56)(1996/97), 221-229.
A. R. Freedman, J. J. Sember and M. Raphael, Some Cesaro type summabilityspaces, Proc. Lond. Math. Soc., 37(1978), 508-520.
A. A. Jagers, A note on Cesaro sequence spaces, Nieuw. Arch. Wisk., 22(3)(1974),113-124.
A. H. Ganie and A. Antesar, Certain sequence spaces, Adv. Stu. in Comtem.Math., 30(1)(2020), 17-27.
A. H. Ganie and N. A. Sheikh, Matrix transformation into a new sequence spacerelated to invariant means, Chamchuri J. Math., 4(12)(2012), 71-72.
A. H. Ganie and N. A. Sheikh, On some new sequence space of non-absolute typeand matrix transformations, Jour. Egyptain Math. Soc., 21( 2013), 34-40.
A. H. Ganie and N. A. Sheikh, Innite matrices and almost bounded sequences,Vietnam J. Math, 42(2)(2014), 153-157.
A. H. Ganie, A. Mobin N. A. Sheikh and T. Jalal, New type of Riesz sequencespace of non-absolute type, J. Appl. Comput. Math., 5(1)(2016), 1-4.
A. H. Ganie, N. A. Sheikh, M. Ahmad and Afroza, Some matrix mappings of-means, Asian Journal of Mathematics and Computer Research,13(2)(2016), 119-124.
A. H. Ganie and N. A. Sheikh, Innite matrices and almost convergence, Filomat,29(6) (2015), 1183-1188.
A. H. Ganie, B. C. Tripathy, N. A. Sheikh and M. Sen, Invariant means and matrixtransformations, Func. Anal.-TMA, 2 (2016), 28-33.
T. Jalal, S. A. Gupkari and A. H. Ganie, Innite matrices and sigma convergentsequences, Southeast Asian Bull. Math., 36 (2012), 825-830.[15] V. Karakaya, H. Kara and R. Savas, On strongly Cesaro convergent sequencespaces dened by Orlicz function, Analele Universitatii din Timisoara, XL,(2)(2002), 67-74.
H. Kizmaz, On certain sequence, Canad, Math. Bull., 24(2) (1981), 169-176.
M. Mursaleen, A. H. Ganie and N. A. Sheikh, New type of generalized dierencesequence space of non-absolute type and some matrix transformations, Filomat,28(7)2014), 1381-1392.
P.-N, Ng and P.-Y.Lee, Cesaro sequences spaces of non-absolute type, Comment.Math. Prace Mat., 20(2)(1978), 429-433.
F. Nuray and E.Savas, Some new sequence spaces dened by a modulus function,Indian J. Pure Appl. Math., 24 (4)(1993), 657-663.
C. Orhan, Cesaro dierence sequence spaces related matrix transformations,Comm. Fac. Sci. Univ. Ankara Ser. A1 Math., 32(8)(1983), 55-63.
E. Savas, Spaces of strongly lacunary invariant summable sequences, Tbilisi Math.J., 13(1)(2020), 61-68.
E. Savas and R. Savas, Some sequence spaces dened by Orlicz function, Arch.Math. (Brno), 40(2004), 33-40.
E. Savas, Lacunary almost convergence and some new sequence spaces, Filomat,33(5)(2019), 1397-1402.
N. A. Sheikh and A. H. Ganie, A new paranormed sequence space and some matrixtransformation, Acta Math. Academiae Paedag. Nyiregy., 28 (2012), 47{58.
J. S. Shiue, On the Cesaro sequence space, Tamkang J. Math., 2(1970), 19-25.
B. C. Tripathy and A. Esi, A new type of dierence sequence spaces, Int. J. Sci.Tech., 1(1)(2006), 11-14.
B. C. Tripathy, A. Esi and B. K. Tripathy , On a new type of generalized dierenceCesaro sequence spaces, Soochow J. Math., 31(3)(2005), 333-340.