[1] ESI A.-ET M.:
Some new sequence spaces defined by sequence of Orlicz functions. Indian J. Pure Appl. Math. 31 (2000), 967-972.
MR 1779908
[3] ET M.-NURAY F.:
$\Delta^m$-statistical convergence. Indian J. Pure Appl Math. 32 2001 961-969.
MR 1848005 |
Zbl 1241.54002
[5] LINDENSTRAUSS J.-TZAFRIRI L.:
On Orlicz sequence spaces. Isreal J. Math. 10 (1971), 379-390.
MR 0313780 |
Zbl 0227.46042
[6] MURSALEEN-KHAN A. M.-QAMARUDDIN:
Difference sequence spaces defined Orlicz function. Demonstratio Math. 32 (1999), 145-150.
MR 1691724
[8] NURAY F.-GULCU A.:
Some new sequence spaces defined by Orlicz functions. Indian J. Pure Appl. Math. 26 (1995), 1169-1176.
MR 1364737 |
Zbl 0852.46007
[9] PARASHAR S. D.-CHOUDHARY B.:
Sequence spaces defined by Orlicz functions. Indian J. Pure Appl. Math. 25 (1994), 419-428.
MR 1272814 |
Zbl 0802.46020
[10] RATH D.-TRIPATHY B. C.: Characterization of certain matrix operations. J. Orissa Math. Soc. 8 (1989), 121-134.
[11] RUCKLE W. H.:
FK spaces in which the sequence of coordinate vector is bounded. Canad. J. Math. 25 (1973), 973-978.
MR 0338731
[12] SARGENT W. L. C.:
Some sequence spaces related to $\ell_p$ spaces. J. London Math Soc. 2 35 (1960), 161-171.
MR 0116206
[13] TRIPATHY B. C.:
Matrix maps on the power series convergent on the unit disc. J. Anal. 6 (1998), 27-31.
MR 1671144 |
Zbl 0919.40004
[14] TRIPATHY B. C.-SEN M.:
On a new class of sequences related to the space $\ell_p$. Tamkang J. Math. 33 (2002), 167-171.
MR 1897505 |
Zbl 1005.46002
[15] TRIPATHY B. C.-MAHANTA S.:
On a class of sequences related to the $\ell^p$ space defined by Orlicz functions. Soochow J. Math. 29 (2003), 379-391.
MR 2021538