DOI: https://doi.org/10.14710/jfma.v5i2.15747

Ruang Barisan Selisih Diperumum Tipe Cesaro pada Ruang Bernorma-n

RUANG BARISAN SELISIH DIPERUMUM TIPE CESARO PADA RUANG BERNORMA-N (CESARO GENERALIZED DIFFERENCE SEQUENCE SPACES ON N-NORMED SPACES)

*Mizan Ahmad  -  Universitas Nahdlatul Ulama Al Ghazali Cilacap, Indonesia
Riski Aspriyani  -  Universitas Nahdlatul Ulama Al Ghazali Cilacap, Indonesia

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Abstract

Pada tulisan ini dibahas mengenai beberapa kelas ruang barisan selisih diperumum Cesaro pada ruang bernorma-n. Diselidiki kelengkapan masing-masing kelas dan hubungan antar kelas. Pada akhir tulisan ini, dikonstruksikan dual Kothe-Toeplitz dari beberapa ruang barisan selisih diperumum Cesaro pada ruang bernorma-n.

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Keywords: ruang bernorma-n, barisan selisih diperumum Cesaro, dual Kothe-Toeplitz

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Section: FUNDAMENTAL MATHEMATICS AND APPLICATIONS
Language : ID
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  1. Ahmad, M., Beberapa Kelas Barisan Selisih Diperumum Tipe Cesaro, JFMA, vol. 5, no
  2. , pp. 23-34, 2022
  3. Dutta, H., Some Classes of Cesaro-Type Difference Sequence Over n-Normed Spaces,
  4. Advances in Difference Equations, vol.1, pp. 286, 2013
  5. Dutta, H., Kothe-Toeplitz Duals of Some n-Normed Valued Difference Sequence Spaces,
  6. Maejo Int. J. Sci. Technol,vol. 9, no. 2, pp. 255-264, 2015
  7. Et, M., On Some Generalized Cesaro Difference Sequence Spaces, Istanbul Univ. Fen
  8. Fak. Mat. Dergrisi,vol. 55-56, pp. 221-229, 1996-1997
  9. Et, M. dan Colak, R., On Some Generalized Difference Sequence Spaces, Soochow J
  10. Math., ,vol. 21, pp. 377-386, 1995
  11. Gahler, S., Lineare 2-Normierte Raume, Math. Nachr.,vol. 28, pp. 1-43, 1964
  12. Gahler, S., Untersuchungen Uber Verallgemeinerte m-Metrische Raume. I, Math
  13. Nachr., vol. 40, pp. 165-189, 1969
  14. Garling, D.J. H., The beta and gamma duality of Sequence Spaces, Proc. Camb. Phil. Soc., vol
  15. , pp. 963, 1967
  16. Gozali, S.H., Gunawan, H., dan Neswan, O., On n-Norms, and Bounded n-Linear Functionals in a Hilbert Space, Mathematics Subject Classification, vol. 1, no. 1, pp. 72-79,
  18. Gunawan, H., On n-Inner Product, n-Norms, and The Cauchy-Schwarz Inequality, Scientiae
  19. Mathematicae Japanicae Online, vol. 5, pp. 47-54, 2001
  20. Gunawan, H. dan Mashadi, M., On n-Normed Spaces, Int. J. Math. Sci., vol. 27, pp. 631639,
  22. Kizmaz, H., On Certain Sequence Spaces, Soochow J. Math., vol. 24, pp. 169-176, 1981
  23. Misiak, A., n-Inner Product Spaces, Math. Nachr., vol. 140, pp. 299-319, 1989
  24. Ng, PN. and Lee, P.Y., Cesaro Sequence Spaces of Non-Absolute Type, Comment
  25. Math., vol. 20, pp. 429-433, 1978
  26. Orhan, C., Cesaro Difference Sequence Spaces and Related Matrix Transformations,
  27. Commun. Fac. Sci.Univ. Ankara, Ser. A.,vol. 32, pp. 55-63, 1983
  28. Shiue, J.S., On The Cesaro Sequence Spaces, Thamkang J. Math., vol. 1, pp. 19-25, 1970

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