Nikola Tuneski

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	Toate	Din 2020
Referințe bibliografice	993	502
h-index	17	12
i10-index	22	13

140

105

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Coautori

Milutin ObradovićProfessor , Faculty of Civil Engineering, University of Belgrade (Serbia)Adresă de e-mail confirmată pe grf.bg.ac.rs
Maslina DarusProfessor of Mathematics, Universiti Kebangsaan MalaysiaAdresă de e-mail confirmată pe ukm.edu.my
Prof. Dr. Hüseyin IRMAKİstanbul Nişantaşı University, İstanbul, TURKEYAdresă de e-mail confirmată pe nisantasi.edu.tr
Biljana Jolevska-TuneskaProfessor of Mathematics, University of Ss. Cyril and Methodius i Skopje, R. MacedoniaAdresă de e-mail confirmată pe feit.ukim.edu.mk
Teodor BulboacaProfessor of Mathematics, Babeș-Bolyai University, Cluj-Napoca, RomaniaAdresă de e-mail confirmată pe math.ubbcluj.ro
Vasudevarao AlluProfessor, Department of Mathematics, School of Basic Sciences, IIT BhubaneswarAdresă de e-mail confirmată pe iitbbs.ac.in
Mark ElinAdresă de e-mail confirmată pe braude.ac.il
Edmond AliagaProfessor (Assistant) of Mathematics, University of Prishtina, KosovoAdresă de e-mail confirmată pe uni-pr.edu
H. M. SrivastavaProfessor Emeritus, Department of Mathematics and Statistics, Universtity of Victoria, CanadaAdresă de e-mail confirmată pe math.uvic.ca
Elena Karamazova GelovaAssociate professor of Faculty of Computer science, Goce Delcev University, StipAdresă de e-mail confirmată pe ugd.edu.mk
Saminathan PonnusamyProfessor, Indian Institute of Technology Madras, Chennai 600036Adresă de e-mail confirmată pe iitm.ac.in
Roza AceskaBall State UniversityAdresă de e-mail confirmată pe bsu.edu
Rabha W. IbrahimIEEE

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Nikola Tuneski

Professor at Ss. Cyril and Methodius University in Skopje, Republic of North Macedonia

Adresă de e-mail confirmată pe mf.ukim.edu.mk

Mathematics Complex analysis Geometric function theory Univalent functions Differential subordinations


Titlu Sortați după descrierea bibliografică Sortați după an Sortați după titlu	Citat de Citat de	Anul
Univalent functions: a primer DK Thomas, N Tuneski, A Vasudevarao Walter de Gruyter GmbH & Co KG, 2018	102	2018
On certain sufficient conditions for starlikeness N Tuneski International Journal of Mathematics and Mathematical Sciences 23 (8), 521-527, 2000	92	2000
Fekete-Szegő functional for non-Bazilevič functions. N Tuneski, M Darus Acta Mathematica Academiae Paedagogicae Nyí regyháziensis. New Series …, 2002	83	2002
On the starlike criteria defined by Silverman M Obradovic, N Tuneski Zeszyty Nauk. Politech. Rzeszowskiej Mat 24 (181), 59-64, 2000	76	2000
On the quotient of the representations of convexity and starlikeness N Tuneski Mathematische Nachrichten 248 (1), 200-203, 2003	70	2003
Third Hankel determinant for univalent starlike functions P Zaprawa, M Obradović, N Tuneski Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie …, 2021	60	2021
Some simple sufficient conditions for starlikeness and convexity N Tuneski Applied mathematics letters 22 (5), 693-697, 2009	40	2009
Hankel determinants of second and third order for the class 𝓢 of univalent functions M Obradović, N Tuneski Mathematica Slovaca 71 (3), 649-654, 2021	31	2021
On the Fekete-Szegö problem for generalized close-to-convex functions M Darus, N Tuneski International Mathematical Journal 4 (6), 561-568, 2003	28	2003
Some properties of the class M Obradovic, N Tuneski arXiv preprint arXiv:1812.08503, 2018	27	2018
On some simple sufficient conditions for univalence N Tuneski Mathematica Bohemica 126 (1), 229-236, 2001	27	2001
On criteria for starlikeness and convexity of analytic functions V Singh, T Nikola Acta Mathematica Scientia 24 (4), 597-602, 2004	23	2004
Some Marx-Strohhacker type results for a class of multivalent functions M Nunokawa, HM Srivastava, N Tuneski, B Jolevska-Tuneska Miskolc Mathematical Notes 18 (1), 353-364, 2017	18	2017
Radius of univalence of certain combination of univalent and analytic functions M Obradović, S Ponnusamy, N Tuneski Bulletin of the Malaysian mathematical sciences society 35, 325-334, 2012	18	2012
On a criteria for starlikeness of analytic functions N Tuneski Integral Transforms and Special Functions 14 (3), 263-270, 2003	18	2003
Hermitian Toepliz determinants for the class of univalent functions M Obradović, N Tuneski arXiv preprint arXiv:1912.11719, 2019	17	2019
Some relations between certain classes consisting of α-convex type and Bazilević type functions H Irmak, T Bulboacă, N Tuneski Applied Mathematics Letters 24 (12), 2010-2014, 2011	17	2011
On Ozaki close-to-convex functions V Allu, DK Thomas, N Tuneski Bulletin of the Australian Mathematical Society 99 (1), 89-100, 2019	16	2019
Univalent functions DK Thomas, N Tuneski, A Vasudevarao A Primer, de Gruyter Studies in Mathematics; De Gruyter Berlin: Berlin …, 2018	15	2018
Some properties of certain expressions of analytic functions N Tuneski, M Obradović Computers & Mathematics with Applications 62 (9), 3438-3445, 2011	14	2011

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