On the Fine Spectrum of the Lower Triangular Matrix over the Hahn Sequence Space

키워드

참고문헌 (33)

1. A. M. Akhmedov, "On the fine spectrum of the operator ∆a,b over the sequence space c", Comput. Math. Appl., 61(10), pp.2994~3002 (2011)
2. A. M. Akhmedov, "The fine spectra of the Ces`aro operator C1 over the sequence space bvp (1 ≤ p < ∞)", Math. J. Okayama Univ., 50, pp.135~147 (2008)
3. B. Altay, "On the fine spectrum of the difference operator ∆ on c0 and c", Inform. Sci., 168, pp.217~224 (2004)
4. B. Altay, "On the fine spectrum of the generalized difference operator B(r, s) over the sequence spaces c0 and c", Int. J. Math. Math. Sci., 2005(18), pp.3005~3013 (2005)
5. B. Altay, "On the spectrum and the fine spectrum of the Zweier matrix as an operator on some sequence spaces", Thai J. Math., 3(2), pp.153~162 (2005)
6. M. Altun, "On the fine spectra of triangular Toeplitz operators", Appl. Math. Comput., 217, pp.8044~8051 (2011)
7. M. Altun, "Fine spectra of tridiagonal symmetric matrices", Int. J. Math. Math. Sci., pp.10~ (2011)
8. J. Appell, "Nonlinear spectral theory" (2004), Walter de Gruyter
9. F. Basar, "Subdivisions of the spectra for generalized difference operator over certain sequence spaces", Thai J. Math., 9(2), pp.279~289 (2011)
10. F. Basar, "Summability theory and its applications" (2012), Bentham Science Publishers
11. H. Bilgic, "On the fine spectrum of operator B(r, s, t) over the sequence spaces ℓ1 and bv", Math. Comput. Modelling, 45, pp.883~891 (2007)
12. H. Bilgic, "On the fine spectrum of the generalized difference operator B(r, s) over the sequence spaces ℓ1 and bvp (1 ≤ p < ∞)", Nonlinear Anal, 68, pp.499~506 (2008)
13. E. Dundar, "On the fine spectrum of the upper triangle double band matrix ∆+ on the sequence space c0", Math. Commun., 18, pp.337~348 (2013)
14. H. Furkan, "On the fine spectrum of the generalized difference operator B(r, s) over the sequence spaces ℓ1 and bv", Hokkaido Math. J., 35, pp.893~904 (2006)
15. H. Furkan, "On the fine spectrum of operator B(r, s, t) over c0and c", Comput. Math. Appl., 53, pp.989~998 (2007)
16. H. Furkan, "On the fine spectrum of operator B(r, s, t) over the sequence spaces ℓp and bvp,(1 ≤ p < ∞)", Comput. Math. Appl., 60, pp.2141~2152 (2010)
17. S. Goldberg, "Unbounded linear operators: theory and applications" (1966), McGraw-Hill Book co.
18. H. Hahn, "Uber folgen linearer operationen", Monatsh. Math. Phys., 32(1), pp.3~88 (1922)
19. A. Karaisa, "Fine spectra of upper triangular triple-band matrices over the sequence space ℓp (0 < p < ∞)", Abstr. Appl. Anal., pp.10~ (2013)
20. V. Karakaya, "Fine spectra of upper triangular double-band matrices", J. Comput. Appl. Math., 234, pp.1387~1394 (2010)
21. M. Kirisci, "A survey on Hahn sequence space", Gen. Math. Notes, 19(2), pp.37~58 (2013)
22. E. Kreyszig, "Introductory functional analysis with application" (1989), John Wiley and Sons
23. B. L. Panigrahi, "Spectrum and fine spectrum of generalised second order difference operator ∆2uv on sequence space c0", Thai J. Math., 9(1), pp.57~74 (2011)
24. B. L. Panigrahi, "Spectrum and fine spectrum of generalized second order forward difference operator ∆2uvw on sequence space ℓ1", Demonstratio Math., 45(3), pp.593~609 (2012)
25. W.C. Rao, "The Hahn sequence space", Bull. Calcutta Math. Soc., 82, pp.72~78 (1990)
26. P. D. Srivastava, "Fine spectrum of the generalized difference operator ∆v on sequence space ℓ1", Thai J. Math., 8(2), pp.221~233 (2010)
27. B. C. Tripathy, "Spectrum and fine spectrum of the lower triangular matrix B(r, 0, s) over the sequence space cs", Appl. Math. Inf. Sci., 9(4), pp.2139~2145 (2015)
28. B. C. Tripathy, "Spectrum and fine spectrum of the upper triangular matrix U(r, s) over the sequence space cs", Proyecciones J. Math., 34(2), pp.107~125 (2015)
29. B. C. Tripathy, "The spectrum of the operator D(r, 0, 0, s) over the sequence spaces ℓp and bvp", Hacet. J. Math. Stat., 43(3), pp.425~434 (2014)
30. B. C. Tripathy, "The Spectrum of the operator D(r, 0, 0, s) over the sequence space bv0", Georgian Math. J., 22(3), pp.421~426 (2015)
31. B. C. Tripathy, "The spectrum of the operator D(r, 0, s, 0, t) over the sequence spaces ℓp and bvp , (1 ≤ p < ∞)", Afrika Mat., 26(5-6), pp.1137~1151 (2015)
32. A. Wilansky, "Summability through functional analysis" (1984), North Holland
33. M. Yesilkayagil, "On the fine spectrum of the forward difference operator on the Hahn space", Gen. Math. Notes, 33(2), pp.1~16 (2016)

관련 논문AI추천