Eberhard Malkowsky

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Vladimir RakocevicProfessor of Mathematics, University of Nis, SerbiaAdresse e-mail validée de ptt.rs
Ivana DjolovicUniversity of Belgrade, Technical Faculty in BorAdresse e-mail validée de tf.bor.ac.rs
Vesna VelickovicProfessor of Computer Science, Faculy of Science and Mathematics, University of Nis, SerbiaAdresse e-mail validée de pmf.ni.ac.rs
Abdulla M. M. Al-JarrahYarmouk UniversityAdresse e-mail validée de yu.edu.jo
Faruk ÖzgerDepartment of Computer Engineering, Iğdır University, Iğdır -TürkiyeAdresse e-mail validée de ikc.edu.tr
Ekrem Savasİstanbul Ticaret ÜniversitesiAdresse e-mail validée de ticaret.edu.tr
M. MursaleenAligarh Muslim University, Aligarh; and China Medical University, TaiwanAdresse e-mail validée de amu.ac.in
Mikail Etfirat universityAdresse e-mail validée de firat.edu.tr
Feyzi Başarİnönü ÜniversitesiAdresse e-mail validée de inonu.edu.tr
Orhan TugTishk International UniversityAdresse e-mail validée de tiu.edu.iq
Rifat ÇOLAKProfessor Department of Mathematics Fırat UniversityAdresse e-mail validée de firat.edu.tr
Bilal Altayİnönü ÜniversitesiAdresse e-mail validée de inonu.edu.tr
Snežana Živković- ZlatanovićUniversity of Niš, Faculty of Sciences and Mathematics, SerbiaAdresse e-mail validée de open.telekom.rs
Professor Abdullah AlotaibiKing Abdulaziz UniversityAdresse e-mail validée de kau.edu.sa
Suthep SuantaiDepartment of Mathematics, Chiang Mai UniversityAdresse e-mail validée de cmu.ac.th
Gradimir V. MilovanovicProfessor of Mathematics, Academician of the Serbian Academy of Sciences and ArtsAdresse e-mail validée de mi.sanu.ac.rs
Bipan HazarikaProfessor, Gauhati University, Guwahati 781014, AssamAdresse e-mail validée de gauhati.ac.in
Moosa GabelehProfessor of Mathematics at Ayatollah Boroujerdi UniversityAdresse e-mail validée de abru.ac.ir
Taja YayingDepartment of Mathematics, Dera Natung Government College, Itanagar-791 113Adresse e-mail validée de dngc.ac.in
Edin DolicaninprofessorAdresse e-mail validée de np.ac.rs

Suivre

Eberhard Malkowsky

Professor of Mathematics, State University Novi Pazar, Serbia

Adresse e-mail validée de pmf.ni.ac.rs

Summability Sequence Spaces Measures of Noncompactness


Titre Trier par citations Trier par année Trier par titre	Citée par Citée par	Année
An introduction into the theory of sequence spaces and measures of noncompactness E Malkowsky, V Rakocević Zbornik radova, 143-234, 2000	303	2000
Recent results in the theory of matrix transformations in sequence spaces E Malkowsky MATEMATICKI VESNIK-BEOGRAD- 49, 187-196, 1997	180	1997
Matrix transformations between sequence spaces of generalized weighted means E Malkowsky, E Savas Applied mathematics and computation 147 (2), 333-345, 2004	161	2004
Ordinary, absolute and strong summability and matrix transformations AM Jarrah, E Malkowsky Filomat, 59-78, 2003	147	2003
Matrix transformations in spaces of bounded and convergent difference sequences of order m E Malkowsky, SD Parashar Analysis 17 (1), 87-98, 1997	135	1997
On matrix domains of triangles E Malkowsky, V Rakočević Applied Mathematics and Computation 189 (2), 1146-1163, 2007	132	2007
BK spaces, bases and linear operators AM Jarrah, E Malkowsky Ren. Circ. Mat. Palermo II 52, 177-191, 1990	120	1990
The Dual Spaces of Sets of Difference Sequences of Order m and Matrix Transformations E Malkowsky, Mursaleen, S Suantai Acta Mathematica Sinica, English Series 23 (3), 521-532, 2007	109	2007
Some -sequence spaces defined by a modulus E Malkowsky, E Savas Archivum Mathematicum 36 (3), 219-228, 2000	100	2000
Some topics of sequence spaces R Çolak, M Et, E Malkowsky Lecture Notes in Mathematics, Firat University Press, Elazig, Turkey, 2004	97	2004
A note on compact operators on matrix domains I Djolović, E Malkowsky Journal of Mathematical Analysis and Applications 340 (1), 291-303, 2008	82	2008
Advanced functional analysis E Malkowsky, V Rakočević CRC Press, 2019	75	2019
The continuous duals of the spaces c0 (L) and c (L) for exponentially bounded sequences L E Malkowsky Acta Scientiarum Mathematicarum 61 (1), 241-250, 1995	62	1995
Linear operators in certain BK spaces E Malkowsky Bolyai Soc. Math. Stud 5 (259-273), 0, 1996	54	1996
Matrix transformations on the matrix domains of triangles in the spaces of strongly C-1-summable and bounded sequences F Basar, E Malkowsky, B Altay PUBLICATIONES MATHEMATICAE-DEBRECEN 73, 2008	50	2008
Matrix transformations and compact operators on some new mth-order difference sequences I Djolović, E Malkowsky Applied mathematics and computation 198 (2), 700-714, 2008	46	2008
MATRIX TRANSFORMATIONS BETWEEN THE SEQUENCE SPACE BV ^P AND CERTAIN BK SPACES E Malkowsky, V Rakočević, S Živković Bulletin (Académie serbe des sciences et des arts. Classe des sciences …, 2002	44	2002
The characterization of compact operators on spaces of strongly summable and bounded sequences E Malkowsky Applied Mathematics and Computation 217 (12), 5199-5207, 2011	42	2011
Matrix transformations on some sequence spaces related to strong Cesàro summability and boundedness B Altay, F Başar, E Malkowsky Applied mathematics and Computation 211 (2), 255-264, 2009	42	2009
The measure of noncompactness of linear operators between certain sequence spaces E Malkowsky, V Rakocevic Acta Scientiarum Mathematicarum 64 (1), 151-170, 1998	40	1998

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