SOME EQUIVALENT QUASINORMS ON L_fi;E
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A. Pietsch, Einigie neu Klassen von Kompakten linearen Abbildungen, revue Roum. Math.
Pures et Appl., 8, 427-447, 1963.
A. Ma ji, P.D. Srivastava, On operator ideals using weighted Ces‡ro sequence space, Egyptian
Math.Soc., 22(3), 446-452, 2014.
I. J. Maddox, Spaces of strongly summable sequences, Quart. J. Math. Oxford, 18(2), 345-355,
B. Altay, F. Ba¸sar, Generalization of the sequence space l (p) derived by weighted mean, J.
Math. Anal. Appl, 330, 174-185, 2007.
E. Malkowsky and E. Sava¸s, Matrix transformations between sequence spaces of generalized
weighted means, Appl. Math. Comp. 147, 333-345, 2004.
J. S. Shiue, On the Cesaro sequence spaces, Tamkang J. Math. 1(1), 19ñ25, 1970.
S. Saejung, Another look at Cesaro sequence spaces, J. Math.Anal. Appl. 366 (2), 530ñ537,
N. ¸Sim¸sek,V. Karakaya, H. Polat, Operators ideals of generalized modular spaces of Cesaro
type deÖned by weighted means, J. Comput. Anal. Appl. 19(1), 804-811, 2015.
B.Carl, A.Hinrichs, On s-numbers and Weyl inequalities of operators in Banach spaces,
Bull.Lond. Math. Soc., 41(2), 332-340, 2009.
Gh. Constantin, Operators of ces
p type, Rend. Acc. Naz.Lincei., 52 (8), 875ñ878, 1972.
B.E. Rhoades, Operators of A-p type, Atti Accad. Naz. Lincei.Rend. Cl. Sci. Fis. Mat. Natur.
(8), 1975, no. 3ñ4, 238ñ241, 1976.
N. Tita, On Stolz mappings, Math. Japonica 26 (4), 495ñ496, 1981.
A. Ma ji, P.D. Srivastava, Some class of operator ideals, Int. J. Pure Appl. Math., 83 (5),
-740, 2013.
A. Ma ji, P.D. Srivastava, Some results of operator ideals on stype
jA; pj operators, Tamkang
J. Math., 45 (2), 119-136, 2014.
E. E. Kara, M. Ilkhan, On a new class of s-type operators, Konuralp J. Math., 3(1), 1-11, ·
A. Pietsch, Operator Ideals, VEB Deutscher Verlag der Wissenschaften, Berlin, 1978.
N.Tita, Some equivalent quasinorms on operator ideals, Spectral and Evolution Problems,
Taurida National Univ. Simferopol, 13, 103-108, 2002.
N. Tita, Cuasinorme echivalente pe spatii de aproximare, Ed. Univ. Tranilvania, Brasov,
N. Salinas, Symmetric norm ideals and relative conjugate ideals,Trans. A.M.S., 188, 213-240,
N. Tita, Generalized s-numbers operator ideals, The Annual Conference of the Romanian
Society of Mathematical Sciences, May 29-June 1, Bucharest, Romania, 1997.
I. Gohberg, M.Krein, Introduction to the theory of non-selfadjoint operators, A.M.S. Providence,
N. Tita, Operatori de clasa p;; Studii cercet. Mat.23, 467-487, 1971.
N.Tita: On a class of `; operators, Collect. Mat. 32, 275-279, 1981.
R. Schatten, Norm ideals of completely continuous operators, Springer Verlag, 1960.
P. Zengin Alp, M. Ilkhan, E. E. Kara, Generalized Stolz mappings, Konuralp J. Math., 5 (2), ·
-18, 2017.
P. Zengin Alp, E. E. Kara, A new class of operator ideals and approximation numbers, New
Trend Math. Sci. , In pr
EQU IVALENT QUASINORM S 9
N. Tita, Ideale de operatori generate de s numere, Ed. Univ. Tranilvania, Brasov, 1998.
D. Foroutannia, On the block sequence space lp (E) and related matrix transformations,
TurkJ. Math., (39), 830-841, 2015.
H Roopaei, D Foroutannia, The norm of certain matrix operators on new di§erence sequence
spaces, Jordan J. Math.Stat. 8 (3), 223 - 237, 2015.
H Roopaei, D Foroutannia, A new sequence space and norm of certain matrix operators on
this space, Sahand Communications in Mathematical Analysis (SCMA), 3 (1), 1-12, 2016.
P. Zengin Alp, E. E. Kara, A new class of operator ideals on the block sequence space lp (E) ;
Submitted, 2018
M. Mursaleen, V. A. Khan, Generalized Cesaro vector-valued sequence space and matrix
transformations, Information Sciences, 173, 11-21, 2005.
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