1. T Balasubramanian,A Pandiarani (2009). Duals of vector sequence spaces. Int. Journal of Math. Analysis, 3(16), 779-785.
2. P Chandra,B Tripathy (2002). On Generalized Köthe -Toeplitz Duals Of Some Sequence Spaces. Indian J. pure appl. Math, 33(8), 1301-1306.
3. D Garling (1967). The β- and γ-duality of sequence spaces. Mathematical Proceedings of the Cambridge Philosophical Society, 63(4), 963-981.
4. D Garling (1966). On symmetric sequence spaces. Proc. London Math. Soc, 16(3), 85-106.
5. P Kamthan,M Gupta (1990). New from MARCEL DEKKER, Inc. 270 Madison Avenue, New York, N. Y. 10016. Biometrical Journal, 32(1), 16-16.
6. H Kizmaz (1981). On certain Sequence Spaces. Canad. Math. Bull, 24, 169-176.
7. G Köthe,O Toeplitz (1934). Lineare Raume mit unendlich vielen Koordinaten und Ringe unendlicher Matrizen. Jour. Reine angew. Math, 171, 193-226.
8. G Lascarides,Constantine (1971). A Study of Certain sequence spaces of Maddox and A generalization of a theorem of Iyer. Pacific Journal of Mathematics, 38(2)
9. I Maddox (1980). Generalized Köthe -Toeplitz duals. International, J. Math. & Math. Sci, 3(3), 423-432.
10. I Maddox (1991). Solidity in Sequence Spaces. Revista Mathematica de la, Universidad Complutense de Madrid, 4(2), 185-192.
11. I Maddox (1968). Paranormed sequence spaces generated by infinite matrices. Mathematical Proceedings of the Cambridge Philosophical Society, 64(2), 335-340.
12. I Maddox (1969). Continuous and Köthe -Toeplitz duals of certain sequence spaces. Proc. Cambridge Philos. Soc, 65, 431-435.
13. I Maddox (1969). Some properties of paranormed sequence spaces. J. London Math. Soc, 316-322.
14. I Maddox (1967). Spaces of strongly summable sequences. Quaterly J. Math. Oxford, 2(18), 345-355.
15. G Price (1991). An Introduction to Multicomplex SPates and Functions. An Introduction to Multicomplex SPates and Functions
16. A Robinson (1995). On Functional Transformations and Summability. Proceedings of the London Mathematical Society, s2-52(1), 132-160.
17. C Segre Le Rappresentazioni Reali Delle forme complesse e Gli Enti Iperalgebrici. Math. Ann, 40, 413-467.
18. Rajiv Srivastava (2008). Certain topological aspects of Bicomplex space. Bull. Pure & Appl. Math, 2(2), 222-234.
19. Rajiv Srivastava,Srivastava,K Naveen (2007). On a class of Entire Bicomple sequences. South East Asian J. Math. & Math. Sc, 5(3), 47-68.
20. Wagh Mamta,A (2014). On certain spaces of Bicomplex sequences. Inter. J. Phy. Chem. and Math. fund.(IJPCMF), 7(1), 1-6.
