Тунески Никола

By MFS-Admin on June 23, 2009

Фотографија:

Академски ранг:

Редовeн професор

Основни податоци

Контакт:

Машински факултет,Карпош II б.б., П. фах 464, 1000 Скопје, Република Северна Македонија

Телефон:

+389 (0)2 3099 286

Телефакс:

+389 (0)2 3099 298

E-mail:

nikola.tuneski@mf.edu.mk

Биографија

Биографија:

Образование:

1989 - 1994 дипломиран машински инженер, Машински факултет - Скопје

1994 - 1997 магистер на математички науки, Природно математички факултет - Скопје

1997 - 1999 доктор по математички науки, Математички факултет - Белград, Срија и Црна гора

Вработување:

1999 - 2003 асистент, Машински факултет - Скопје

2003 - 2006 насловен доцент, Машински факултет - Скопје

2006 - 2008 доцент, Машински факултет - Скопје

2008 - Вонреден Професор, Машински факултет - Скопје

Научен интерес:

Комплексна анализа, Геометриска теорија на функциите, Теорија на еднолисни функции, Веројатност и статистика, Бајесова статистика.

Ангажираност во настава

додипломски студии: (предавања и/или вежби)

Mатематика 1; Mатематика 2; Mатематика 3; Инженерска математика; Дискретна математика, веројатност и статистика; Инженерско програмирање; Компјутери и програмирање; Компјутери и инженерско програмирање; Компјутери и апликативен софтвер.

постдипломски студии:

Комплексна анализа за инженери; Симулации со статистички методи; Веројатност и статистика.

Научни трудови

1. Tuneski N., Method of Iterations in Stochastic Differential Equations, Master thesis, 1997. (in Macedonian)
2. Tuneski N., Jolevska B., Dimitrovski D., Method of Iterations in Matrix Differential Equation, Annual Report of the Institute of mathematics from the Faculty of Natural Sciences and Mathematics – Skopje Vol. 37 (1996), 85-92.
3. Tuneski N., Dimitrovski D., Homogenous and Non-Homogenous Stochastic Differential Equations, Annual Report of the Institute of mathematics from the Faculty of Natural Sciences and Mathematics - Skopje Vol. 37 (1996), 93-100.
4. Tuneski N., Dimitrovski D., Systems of First Order Differential Equations, Annual Report of the Institute of mathematics from the Faculty of Natural Sciences and Mathematics - Skopje Vol. 37 (1996), 101-108.
5. Tuneski N., New Contributions to the Theory of Univalent Functions, Ph.D. thesis, 1999. (In Serbian)
6. Tuneski N., A Note on Some Simple Sufficient Conditions for Univalence, Fractal Calculus & Applied Mathematics, Vol. 2, No 5 (1999), 721-729.
7. Obradović M., Tuneski N., On Certain Properties of a Class of Univalent Functions, Filomat (Nis) 13 (1999), 59-65.
8. Tuneski N., On Certain Sufficient Conditions for Starlikeness, International Journal of Mathematics and Mathematical Sciences Vol. 2, No. 8 (2000), 521-527.
9. Obradović M., Tuneski N., On the Starlike Criteria Defined by Silverman, Zeszyty Naukowe Politechniki Rzeszowskiej Matematyka, Vol. 181 No.24 (2000) 59-64.
10. Tuneski N., On Some Simple Sufficient Conditions for Univalence, Mathematica Bohemica, Vol.126 No.1 (2001) 229-236.
11. Bulboaca T., Tuneski N., New Criteria for Starlikeness and Strongly Starlikeness, Mathematica (Cluj), Vol.43 No.66 (2001), 11-22.
12. Tuneski N., On a Starlikeness Condition for Analytic Functions, Proceedings of the 10th Congress of Yugoslav Mathematicians Belgrade, 21-24.01.2001, 239-242.
13. Tuneski N., Darus M., Fekete-Szegö Functional for Non-Bazilevič Functions, Acta Mathematica Academiae Paedagogicae Nyíregyháziensis (new series), 18 (2002), 63-65.
14. Tuneski N., On the Quotient of the Representations of Convexity and Starlikeness, Mathematische Nachrichten, 248-249 (2003), 200-203.
15. Tuneski N., On a Criteria for Starlikeness of Analytic Functions, Integral Transforms and Special Functions, Vol. 14 No. 3 (2003), 263-270.
16. Singh V., Tuneski N., On a Criteria for Starlikeness and Convexity of Analytic Functions, Acta Mathematica Scientia, Vol. 24 No. B4 (2004), 597-602.
17. Darus M., Tuneski N., On the Fekete-Szegö Problem for Generalized Close-to-convex Functions, International Mathematical Journal, Vol. 4 No. 6 (2003), 561-568.
18. Tuneski N., Aceska R., On the Linear Combination of the Representations of Convexity and Starlikeness, Matematički Glasnik, Vol. 39 No. 59 (2004), 265-272.
19. Tuneski N., Darus M., On Strong Alpha-logarithmically Convex Functions, International Mathematical Journal, Vol. 4 No. 6 (2003), 569-573.
20. Ciconkov R., Tuneski N., Computation of Thermophysical Properties of Working Fluids in Refrigerating and Air Conditioning Systems, Proceedings, Faculty of Mechanical Engineering, Skopje, Vol.22 No.2 (2003), 93-100.
21. Irmak H., Tuneski N., Certain results and their applications to multivalent and meromorphically multivalent functions, Thai Journal of Mathematics Vol.1 No.2 (2003), 109 - 116.
22. Tuneski, N., About two classes of analytic functions, Mat. Bilten Vol.28 No.54 (2004), 45-50.
23. Tehranchi A., Kulkarni S. R., Tuneski N., A Class of Univalent Function With Fixed Finitely Many Coefficients, Mat. Bilten Vol.29 No.50 (2005), 23-36.
24. Tuneski N., Irmak H., Starlikeness and Convexity of a Class of Analytic Functions, International Journal of Mathematics and Mathematical Sciences, vol. 2006, Article ID 38089, 8 pages, 2006. doi:10.1155/IJMMS/2006/38089.
25. Irmak H., Tuneski N., Some results of multivalent and mermorphicaly multivalent functions and their applications, submitted.
26. Irmak H., Tuneski N., Some applications of the result of Nunokawa to certain normalized analytic functions, Int. Journal of Math. Analysis, Vol.1 No.7 (2007), 325 - 330.
27. Tuneski N., Convex Functions and Functions with Bounded Turning, submitted.
28. Saibah, Darus M., Tuneski N., Quasi-convolution Properties of Certain Subclasses of Meromorphic p-valent Functions, submitted.
29. Irmak H., Tuneski N., Certain Families of Meromorphically Multivalent Functions Associated with Starlikeness and Convexity, Kyungpook Math. J., accepted.
30. Tuneski N., On starlikeness of an analytic function, Southeast Asian Bulletin of Mathematics, accepted.
31. Tuneski N., Irmak H., On some sufficient conditions for starlikeness, submitted.
32. Tuneski N., Some results on starlike and convex functions, Applicable Analysis and Discrete Mathematics, Vol.1 (2007) 293-298.
33. Tuneski N., Some simple sufficient conditions for starlikeness and convexity, submitted.
34. Tuneski N., Irmak H., Some results on the bounded turning of generalized convex functions, Proccedings of the International Symposium on Geometric Function Theory and Applications, August 20-24, 2007, Istanbul, Turkey, accepted.
35. Irmak H., Tuneski N., A note on analytic and univalent functions, accepted.
36. Tinaztepe G., Irmak H., Tuneski N., Cetin O.F., Ordinary differential operator and its applications to certain classes of multivalently meromorphic functions, submitted
37. Irmak H., Bulboaca T., Tuneski N., Certain relations between α-convex type functions and Bazilevič type functions, submitted.
38. Tuneski N., Darus M., Ibrahim R.W., Some results for functions starlike with respect to N-symmetric points, submitted.

Книги и учебни помагала

1.	Tuneski, N., Problems in probability and statistics, in progress.
2.	Tuneski, N., Calculus 1, in progress.

Проекти

Head of the projects:

1.	Theory and application of univalent functions, financed by the Ministry of education and science of Republic of Macedonia and TUBITAK - Turkey, 2006 - 2008.
2.	Geometric function theory and its application, financed by the Ministry of education and science of Republic of Macedonia, 2001 - 2004.

Member of the team:

1.	Neutrix products and convolutions of distributions and their applications, financed by the Ministry of education and science of Republic of Macedonia and TUBITAK - Turkey, 2006 - 2008.
2.	Development of Environmental and Resources Engineering Curriculum, TEMPUS Joint European Project, 2005 - 2008.
3.	Establishing Computational Science and Engineering in Bulgaria and Macedonia under the SCOPES programm financed by the NSF of Switzerland.
4.	Modeling, control and stability of active systems with variabile geometry and dynamics, financed by the Ministry of education and science of Republic of Macedonia, 1999 - 2002.