nikola tuneski has submitted an application for conference … · 2017-09-19 · nikola tuneski has...
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Nikola Tuneski has submitted an application for conference support.
Application data
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Contact 1:
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Last name: Tuneski
First name: Nikola
Mail: [email protected]
Phone: +38970292605
Fax:
Institution: Department of mathematics
Faculty of Mechanical Engineering
Ss Cyril and Methodious University in Skopje
Department:
Country: Macedonia
State: R. Macedonia
City: Skopje
Postal code: 1000
Full mailing address:
Karpos 2 bb 1000 Skopje
Contact 2:
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Last name: Jolevska-Tuneska
First name: Biljana
Mail: [email protected]
Phone: +38971262542
Fax:
Institution: Department of mathematics
Faculty of Electrical Engineering and Informational Technologies
Ss Cyril and Methodious University in Skopje
Department:
Country: Macedonia
State: R. Macedonia
City: Skopje
Postal code: 1000
Full mailing address:
Karpos 2 bb 1000 Skopje
Conference name: Geometric Function theory and application 2015
Duration: 2015-08-24 - 2015-08-27
Amount of support requested: 2500
Description:
Scientific program
The scientific program will focus on Geometric Function Theory and its Applications. Univalent and multivalent functions, special functions and series, differential subordinations, conformal and quasi conformal mappings, potential analysis and applications..
The Symposium is also open to other fields of mathematics.
The aim of the symposium is to bring together leading experts as well as young researchers working on topics mainly related to Univalent and Geometric Function Theory and to present their recent work to the mathematical community.
Plenary lectures (in alphabetical order)
− Rosihan M. ALI, Universiti Sains Malaysia, Malaysia (confirmed)
− Sanford S. MILLER, State University of New York, USA (confirmed)
− Milutin OBRADOVIC, University of Belgrade, Serbia (confirmed)
− Shigeyoshi OWA, Yamato University, Japan (confirmed)
− Emin OZCAG, Hacettepe University, Turkey (confirmed)
− Derek K. THOMAS, Swansea University, Wales, United Kingdom (confirmed)
Invited lectures (in alphabetical order)
− Andrea AGLIC ALJINOVIC, University of Zagreb, Croatia (confirmed)
− Dov AHARONOV, Technion - Israel Institute of Technology, Israel (confirmed)
− Om AHUJA, Kent State University, USA (confirmed)
− Alina ALB LUPAS, University of Oradea, Romania (confirmed)
− Daniel BREAZ, University of Alba Iulia, Romania (confirmed)
− Teodor BULBOACA, Babeş-Bolyai University, Romania (confirmed)
− Maslina DARUS, Universiti Kebangsaan Malaysia, Malaysia (confirmed)
− Yasemin KAHRAMANER, Istanbul Commerce University, Turkey (confirmed)− Stanislawa KANAS, University of Rzeszow, Poland (confirmed)
− Virginia KIRYAKOVA, Bulgarian Academy of Science, Bulgaria (confirmed)
− Yasar POLATOGLU, Kultur University, Turkey (confirmed)
− Ana VUKELIC, University of Zagreb, Croatia (confirmed)
The conference will be held in Ohrid. Ohrid is a well-known cultural, historic and tourist center, known for its beautiful Ohrid Lake - chartered by UNESCO as one of the oldest lakes in Europe and the world.
This conference is very important to the mathematicians in the region since it is excellent opportunity to meet people from other university (coming from USA, Japan, UK, Malaysia, Israel) and use the time during the conference to learn new things concerning research in mathematics. Also, connections between the participants will be made and will result with future work on research projects.
The biggest benefit will have young mathematicians from Macedonia, Serbia, Bulgaria and Kosovo that will participate on this conference and are not in position to travel far. (due to travel expenses) They will have an unique opportunity to meet experienced mathematicians and continues their research work together.
Participants from neighboring countries coming to GFTA2015 in Ohrid Macedonia are:
• Prof. Milutin Obradovic, University of Belgrade, Serbia
• Prof. Zoran Rakic, University of Belgrade, Serbia
• Prof. Arpad Takaci, University of Novi Sad, Serbia
• Prof. Djurdjica Takaci, University of Novi Sad, Serbia
• Prof. Virginia Kiryakova, Bulgarian Academy of Science, Bulgaria
• Prof. Emin Ozcag, Hacetepe University, Turkey
• Prof. Selma Ozcag, Hacetepe University, Turkey
• Prof. Yasemin Kahramaner, Istanbul Commerce University, Turkey
• Prof. Yasar Polatogly, Kultur University, Turkey
• Prof. Melike Aydogan, Isis University, Turkey
• Prof. Emel Davuz, Kultur University, Turkey• Prof. Alexander Goncarov, Bilkent University, Turkey• Prof. Andrea Aglic-Aljanovic, University of Zagreb, Croatia,
• Prof. Ana Vukelic, University of Zagreb, Croatia,
Also we expect around 10 young mathematicians from neighboring countries, that have finished their graduated studies.
Letter of request:
Dear Colleagues,
11th International Symposium on Geometric Function Theory and Applications (GFTA 2015) will be held in Ohrid, Republic of Macedonia, at the Congress Centre of Ss. Cyril and Methodius University on August 24-27, 2015. This conference is a continuation of the series of the annual international “GFTA” symposia:
• 2005: Canada, Univesity of Victoria
• 2006: Romania, Transilvania University of Brasov
• 2007: Turkey, Istanbul Kultur University
• 2008: Malaysia, University Kebangsaan Malaysia
• 2009: Romania, Lucian Blaga University of Sibiu• 2010: Bulgaria, Bulgarian Academy of Science• 2011: Romania, Babes-Bolyai University of Cluj-Napoca
• 2012: R. Macedonia, Ss. Cyril and Methodius University in Skopje
• 2013: Turkey, Isik University
• 2014: Romania, University of Oradea
As a head of the organizing committee, I apply for conference support.
Best wishes, Nikola Tuneski
Budget:
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List of supporting organizations:
Supporting organization is Ss Cyril and Methodius University in Skopje.. Their support covers:
− 30% discount on accommodation for all participants in the Congress center in Ohrid.
− fee for two air-conditioned specialized congress halls with minimal capacity of 200 seats each.
− wireless Internet access during the conference
− electronic equipment for making presentations
− welcome party
Supporting organization is Union of researchers of Republic of Macedonia. Their support covers nonprofit work of their activists on the organizing the conference.
Registration fee is 150 euro and it covers:
− conference materials,
− book of abstracts,
− coffee breaks,− conference dinner
− proceeding of the conference.
Number of participants ...:
We expect around 50 participants, 10 from Republic of Macedonia and 40 from other countries. We have 6 plenary speakers with 1 hour talk and 12 invited speakers with 40 minute talk. We expect around 20 talks with 20 minute presentation (short talk presentation) and around 10 posters to be presented at the conference.
Travel: 2000 EUR
Accommodation: 2600 EUR
Local transport: 300 EUR
Proceedings: 500 EUR
Conference materials: 500 EUR
Conference dinner: 700 EUR
Coffee breaks: 400 EUR
Total conference budget (in EUR): 7000
Amount requested from the CDC (in EUR): 2500
Statement on the intended use of this amount:
We intend to use this amount on living expenses of invited speakers or participants from developing and neighboring countries.
Received IMU Support:
No
Knowledge of program:
A mathematician friend from Romania told us
CV organizer 1: http://www.mathunion.org/fileadmin/CDC/cdc-uploads/CVgrantsConference/146-CV-NT.pdf
CV organizer 2: http://www.mathunion.org/fileadmin/CDC/cdc-uploads/CVgrantsConference/146-CV-dolgo-BJT.pdf
CURRICULUM VITAE Name: Nikola TUNESKI, Ph.D.
Working address: Department of Mathematics and Computer Science Faculty of Mechanical Engineering Ss. Cyril and Methodius University in Skopje Karpos II b.b., 1000 Skopje Republic of Macedonia Tel: +389 2 3099 286 Fax:+389 2 3099 298 E-mail: [email protected]
Home address: Pariska 12b-8 1000 Skopje Republic of Macedonia Mobile: +38970292605
Date and Place of Birth: 16th of July 1971, Skopje, Republic of Macedonia Employment History and Teaching Experience
Place: Ss. Cyril and Methodius University in Skopje, Faculty of Mechanical Engineering, Department of Mathematics and Informatics, Skopje, Republic of Macedonia
Position: Senior Teaching and Research Associate, 02/1999 – 09/2003 Assistant Professor, 09/2003 – 05/2008 Associate Professor, 05/2008 – 03/2013
Responsibilities: Teaching, supervision and conducting exams for the course in the School of Doctoral Studies at Ss. Cyril and Methodius University in Skopje:
• “Theory and Application of Differential Subordinations”, 2010 – present. • “Theory of Univalent Functions and its Application”, 2010 – present.
Teaching, supervision and conducting exams for the graduate course: • “Complex Analysis for Engineers”, 2001 – present. • “Simulations using Statistical Methods”, 2001 – present. • “Probability and Statistics”, 2008 – present.
Teaching, supervision and conducting exams for the following undergraduate courses: • “Mathematics 1”, 1998 – present. • “Engineering Mathematics”, 2007 – 2009. • “Probability and Statistics”, 2004 – 2008. • “Statistics for Engineers”, 2011 – present. • “Mathematics 3”, 1998 – 2000. • “Mathematics 2”, 2002 – 2003.
Teaching, supervision, conducting exams and laboratory exercises for the following undergraduate course:
• “Computers and Programming”, 1998 – 2004. • “Computers and Programming for Engineering”, 2004 – 2008. • “Computers and Applicative Software”, 2004 – 2008. • “Programming for Engineering”, 2004 – 2008.
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Education
Place: University of Belgrade, Faculty of Mathematics, Belgrade, Republic of Serbia Degree: Ph.D. in mathematics, December, 1999 Advisor: Prof. Milutin Obradović, Ph.D. Thesis: “New contributions to the theory of univalent functions”
Place: Ss. Cyril and Methodius University, Faculty of Natural Sciences, Skopje, R. Macedonia Degree: M.Sc., December, 1997, GPA: 10/10
Place: Ss. Cyril and Methodius University, Skopje, R. Macedonia Degree: B.Sc., March, 1994. GPA: 9.60/10 Research Interests and Career Objective
Main research interest is in the field of complex analysis, especially in the theory of univalent functions. It encompasses univalent functions and its subclasses, their properties and relations among each other. Present interest centers on: A) developing new and improving the existing criteria, i.e., sufficient conditions, for a function to belong to the class of univalent functions or more often to its subclasses, such as the class of starlike functions, starlike of order alpha functions, convex functions etc.; and B) coefficient estimates, Fekete–Szegö problem over the classes of univalent functions.
The broader interests include sampling procedures, stochastic processes, probability, statistics, Bayesian statistics and numerical analysis.
Head of the Project: • “Theory and application of univalent functions”, financed by the Ministry of education and
science of Republic of Macedonia and TUBITAK – Turkey, 2006 – 2008. • “Geometric function theory and application”, financed by the Ministry of Science of republic of
Macedonia, 2001 – 2004.
Member of the project team: • Short Term Senior Expert on probability, statistics and sampling procedures within the project
“Strengthening of the Serbian system of market surveillance for non-food and food products“, financed by the European Union (EU Contract Number: 2012/292-614).
- 27/10/2014 – 07/11/2014: Development of MTTT-MI vision/strategy - finalisation of non-homogenous sampling procedure.
- 27.01.2014 – 14.02.2014: Development/training of non-homogenous sampling procedure.
- 11.02.2013 – 22.02.2013: Preparation and realization of two day training course titled “Introduction to probability, statistics and sampling procedures”.
• “Products of distributions in Colombeau algebras and their applications”, financed by the Faculty of Electrical Engineering and Information Technologies, 2011 – 2012.
• “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.
• “Development of Environmental and Resources Engineering Learning”, TEMPUS Joint European Project, 2010 – 2013.
• “Development of Environmental and Resources Engineering Curriculum”, TEMPUS Joint European Project, 2005 – 2008.
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• “Development of Regional Interdisciplinary Mechatronic Studies”, TEMPUS Joint European Project, 2010 – present.
• “Establishing Computational Science and Engineering in Bulgaria and Macedonia under the SCOPES program” financed by the NSF of Switzerland.
• “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.
Reviewer: • Mathematical Reviews • Zentralblatt für Mathematik • International Journal of Mathematics and Mathematical Sciences • Hacetepe Journal of Mathematics and Statistics • Applied Mathematics Letters • Matematički Vesnik • Australian Journal of Mathematical Analysis and Applications • Soochow Journal of Mathematics • International Journal of Mathematical Analysis • Journal of Pure and Applied Mathematics • Mathematical and Computer Modelling • Journal of Inequalities in Pure and Applied Mathematics • Complex Variables & Elliptic Equations • Journal of Inequalities and Applications • Computers and Mathematics with Applications • Proceedings of the Pakistan Academy of Science • Acta Mathematica Universitatis Comenianae • Indian Journal of Pure and Applied Mathematics • International Journal of open Problems in Computer Science and Mathematics • Turkish Journal of Mathematics • Novi Sad Journal of Mathematics • Bulletin of Mathematical Analysis and Applications • Journal of Applied Analysis • Mathematica Slovaca • Journal of Classical Analysis • Journal of Mathematics • Rendiconti del Seminario Matematico dell'Universita' e Politecnico di Torino • Boletim da Sociedade Paranaense de Matemática • Filomat • Applied Mathematics and Computation • Advances in Mathematics: Scientific Journal • Analysis and Application • Journal of Mathematical Inequalities • Journal of Applied Mathematics • Journal of Mathematical Analysis • Le Matematiche • Sarajevo Journal of Mathematics • Soochow Journal of Mathematics • Studia Univ. Babes-Bolyai (math.)
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List of Selected Publications (papers)
1. Tuneski N., A Note on Some Simple Sufficient Conditions for Univalence, Fractal Calculus & Applied Mathematics, Vol. 2, No 5 (1999), 721–729. (IMPACT FACTOR 2013: 2.974)
2. Obradović M., Tuneski N., On Certain Properties of a Class of Univalent Functions, Filomat (Nis) 13 (1999), 59–65. (2010 IMPACT FACTOR 0.101)
3. Tuneski N., On Certain Sufficient Conditions for Starlikeness, International Journal of Mathematics and Mathematical Sciences Vol. 2, No. 8 (2000), 521–527.
4. Obradović M., Tuneski N., On the Starlike Criteria Defined by Silverman, Zeszyty Naukowe Politechniki Rzeszowskiej Matematyka, Vol. 181 No.24 (2000) 59–64.
5. Tuneski N., On Some Simple Sufficient Conditions for Univalence, Mathematica Bohemica, Vol.126 No.1 (2001) 229–236.
6. Bulboaca T., Tuneski N., New Criteria for Starlikeness and Strongly Starlikeness, Mathematica (Cluj), Vol.43 No.66 (2001), 11–22.
7. Tuneski N., Darus M., Fekete–Szegö Functional for Non–Bazilevič Functions, Acta Mathematica Academiae Paedagogicae Nyíregyháziensis (new series), 18 (2002), 63–65.
8. Tuneski N., On the Quotient of the Representations of Convexity and Starlikeness, Mathematische Nachrichten, 248–249 (2003), 200–203. (2010 IMPACT FACTOR 0.653)
9. Tuneski N., On a Criteria for Starlikeness of Analytic Functions, Integral Transforms and Special Functions, Vol. 14 No. 3 (2003), 263–270. (2010 IMPACT FACTOR 0.594)
10. Singh V., Tuneski N., On a Criteria for Starlikeness and Convexity of Analytic Functions, Acta Mathematica Scientia, Vol. 24 No. B4 (2004), 597–602. (2010 IMPACT FACTOR 0.213)
11. 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.
12. Tuneski N., Aceska R., On the Linear Combination of the Representations of Convexity and Starlikeness, Matematički Glasnik, Vol. 39 No. 59 (2004), 265–272. (IMPACT FACTOR 0.475)
13. Tuneski N., Darus M., On Strong Alpha–logarithmically Convex Functions, International Mathematical Journal, Vol. 4 No. 6 (2003), 569–573.
14. 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.
15. Tuneski, N., About two classes of analytic functions, Mat. Bilten Vol.28 No.54 (2004), 45–50.
16. 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.
17. 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.
18. 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.
19. Tuneski N., Some results on starlike and convex functions, Applicable Analysis and Discrete Mathematics, Vol.1 (2007) 293–298. (2010 IMPACT FACTOR 0.645)
20. Tuneski N., Some results for univalent functions deffined with respect to N–symmetric points, Novi Sad J. Math., Vol. 38 No.3 (2008), 91–96.
21. Saibah, Darus M., Tuneski N., Quasi–convolution Properties of Certain Subclasses of Meromorphic p–valent Functions, Journal of Analysis and Applications, Vol.7 No.2 (2009), 109–117.
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22. Tuneski N., Some simple sufficient conditions for starlikeness and convexity, Applied Mathematics Letters, Vol.22 (2009) 693–697. (2010 IMPACT FACTOR 1.155)
23. Hendrikx I., Tuneski N., Emerging Issues in Regulations and Standards – Sampling Considerations Within Market Surveillance Actions, Conformity Vol. 22 (2009), 23–27.
24. Tuneski N., Convex Functions and Functions with Bounded Turning, Tamsui Oxford Journal of Mathematical Sciences, Vol. 26 No. 2 (2010), 161–172.
25. Tuneski N., On starlikeness of an analytic function, Southeast Asian Bulletin of Mathematics, Vol. 34 No. 2 (2010), 365–370.
26. Tuneski N., Irmak H., On some sufficient conditions for starlikeness, Scientia Magna Vol. 6 No. 1 (2010), 105–109.
27. Irmak H., Tinaztepe G., Tuneski N., Cetin O.F., An ordinary differential operator and its applications to certain classes of multivalently meromorphic functions, Bulletin of Mathematical Analysis and Applications, Vol. 1 No. 2 (2009), 17–22.
28. Darus M., Ibrahim R.W., Tuneski N., Mugur A., Classes of meromorphic functions with respect to N–symmetric points, Acta Universitatis Apulensis, Vol. 22 (2010), 7–15.
29. Tuneski, N., On a Class of Functions Defined by Takahashi and Nunokawa, Mathematica Balkanica, Vol. 25 (1–2) (2011), 203–209.
30. I. Hendrikx, N. Tuneski: Sampling considerations within Market Surveillance actions, Proceedings of IEEE Symposium on Product Compliance Engineering, 26–28 October, 2009, Toronto, Canada , 1–4. DOI 10.1109/PSES.2009.5356011
31. Irmak H., Tuneski N., Fractional calculus operator and its certain applications in the geometric function theory, Sarajevo Journal of Mathematics, Vol.6 (1) (2010), 51–57.
32. Rabha W. Ibrahim, Maslina Darus and Nikola Tuneski: On subordination for classes of non–Bazilevič type, Annales Universitatis Mariae Curie–Skłodowska (Section A), Vol.46 (2) (2010), 49–60.
33. H. M. Srivastava, N. Tuneski, Emilija Georgieva–Celakoska: Some Distortion and Other Properties Associated with a Family of the n–Fold Symmetric Koebe Type Functions, Australian Journal of Mathematical Analysis and Applications, Vol. 9, Issue 2, Article 1, (2012) 1-17.
34. Irmak H., Bulboaca T., Tuneski N., Certain relations between α–convex type functions and Bazilevič type functions, Applied Mathematics Letters, Vol. 24 (12) (2011), 2010–2014. (2010 IMPACT FACTOR 1.155)
35. Tuneski N., Obradovic M., Some properties of certain expression of analytic functions, Computers and Mathematics with Applications, 62 (9) (2011), 3438–3445. (IMPACT FACTOR 2.069)
36. Obradovic M., Ponnusamy S., Tuneski N., Radius of univalence of certain combination of univalent and analytic functions, Bulletin of the Malaysian Mathematical Sciences Society (2) 35(2) (2012), 325–334. (2010 IMPACT FACTOR 0.696)
37. N. Tuneski, M. Darus, On functions that are Janowski starlike with respect to N–symmetric points, Hacettepe Journal of Mathematics and Statistics, Vol. 41 (2) (2012), 271 – 275. (2010 IMPACT FACTOR 0.385)
38. N. Tuneski, T. Bulboaca, E. Aliaga, Some Results Over the First Derivative of Analytic Functions, Advances in Mathematics: Scientific Journal, Vol. 1 No. 1 (2012), 7 - 13.
39. N. Tuneski, M. Darus, E. Gelova, Simple Criteria for Bounded Turning of an Analytic Function, Advances in Mathematics: Scientific Journal, Vol. 1 No. 2 (2012), 87 - 93.
40. N. Tuneski, T. Bulboaca, On bounded turning of analytic functions, Bulletin of Calcutta Mathematical Society 106 (3) (2014), 189-200.
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41. Tuneski N., Darus M., Gelova E., Simple sufficient conditions for bounded turning, Rendiconti del Seminario Matematico della Università di Padova, Vol. 132 (2014), 231 – 238. (2011 IMPACT FACTOR 0.265)
42. E. Aliaga, N. Tuneski, Some connections between class and α-convex functions, Abstract and Applied Analysis, Volume 2014, Article ID 692327, 4 pages, http://dx.doi.org/10.1155/2014/692327. (2013 IMPACT FACTOR 1.102)
43. N.Tuneski, Embedding α-convex functions in the class , Proceedings of a symposium held at the Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, May 22–24, 2013, 94-99. (English; Japanese)
44. N. Tuneski, M. Petrusevski, B. Jolevska-Tuneska, On starlikeness of analytic functions with bounded derivative, PanAmerican Mathematical Journal, Vol.24 No.1 (2014), 93-101.
45. E. Aliaga, N. Tuneski, On existence of sufficient condition for univalence depending on two parameters, submitted.
46. N. Tuneski, B. Jolevska-Tuneska, B. Prangoski, On existence of sharp univalence criteria using Schwarzian derivative, submitted.
47. N. Tuneski, B. Jolevska-Tuneska, Some results on two classes of univalent functions, submitted.
48. N. Tuneski, M. Nunokawa, B. Jolevska-Tuneska, Marx-Strohhacker type result for close-to-convex functions, submitted.
49. N. Tuneski, M. Nunokawa, B. Jolevska-Tuneska, Some sharp simple sufficient conditions for starlikeness, submitted.
50. M. Nunokawa, N. Tuneski, B. Jolevska-Tuneska, Marx-Strohhacker type result for p-valent functions, submitted.
List of Selected Publications (books)
1. Tuneski, N., Jolevska-Tuneska B.: Integral Calculus, 2011. (in Macedonian)
2. Tuneski, N., Georgieva-Celakoska E.: Introduction to MATLAB, 2010. (in Macedonian)
3. Tuneski, N., Jolevska-Tuneska B.: Differential Calculus, 2009. (in Macedonian)
4. Tuneski, N., Problems in probability and statistics, in progress. (in Macedonian) Attended Workshops and Conferences
1. 1st Congress of Mathematicians and Informaticians of Macedonia, Ohrid, Macedonia, October 03–05, 1996.
2. 6th Macedonian Symposium on differential Equations, , Ohrid, Macedonia, October 01–03, 1998. – N. Tuneski, D. Dimitrovski, Systems of first order differential equations. – N. Tuneski, D. Dimitrovski, Homogenous and non–homogenous stochastic differential equations.
3. 2nd Congress of Mathematicians and Informaticians of Macedonia, Ohrid, Macedonia, September 28 – October 01, 2000. – N. Tuneski, One Criteria for Starlikeness.
4. 7th Macedonian Symposium on differential equations, Ohrid, R. Macedonia, September 26–29, 2002. – N. Tuneski, Some Coefficient Estimates for Analytic Functions.
5. Winter 2003 SCOPES project Meeting, Ohrid, Macedonia, March 8–12, 2003.
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6. 3–rd Congress of Mathematicians and Informaticians of Macedonia, Struga, Macedonia, September 29 – October 2, 2005.
– N. Tuneski, Convexity of functions with bounded turning. – R. Aceska, N. Tuneski, Some properties of a class of starlike functions.
7. “Mathematical Conference: 85 years of Professor Blagoj Popov life”, Ohrid, macedonia, September 02 – 04, 2008. – N. Tuneski, M. Darus: On some classes of meromorphic p–valent functions.
8. 4–th Congress of the Mathematicians of Republic of Macedonia, Struga, Macedonia, October 19–22, 2008. – N. Tuneski, H. Irmak, T. Bulboaca: Some results on alpha–convex and Bazilevic type functions.
9. Instructional Conference on Stochastic Partial Differential Equations, Edinburgh, Great Britain, April 01–11, 1997.
10. Transform Methods & Special Functions, Third International Workshop, Blagoevgrad, Bulgaria, August 13–20.1999. – N. Tuneski, A Note on Some Simple Conditions for Starlikeness.
11. Equadiff 99, Berlin, Germany, August 01–07,1999.
12. Perspectives of Mathematics, Goslar, Germany, June 18–24, 2000. – N. Tuneski, ( ) ( ) ( )zfzfzf 2′′′ as a Condition for Starlikeness.
13. 10–th Congress of Yugoslav Mathematicians, Belgrade, Yugoslavia, January 21–24, 2001. – N. Tuneski, On a Starlikeness Condition for Analytic Functions.
14. Internationale Mathematische Arbeitstagung, Max–Planck Institute for Mathematics, Bonn, Germany, June 13–20, 2001.
15. Computational Methods and Function Theory, Aveiro, Portugal, June 25 – 29, 2001. – N. Tuneski, On Starlikeness and Strong Starlikeness of Analytic Functions.
16. A Workshop of the EU–Research and Training Network ``Geometric Analysis'', Ellipticity and Parabolicity in Analysis and Geometry (EPAG 2001), Potsdam, Germany, August 20 –24, 2001.
17. Workshop on Visualization and Verbalization of Mathematics and Interdisciplinary Aspects, Nish, Yugoslavia, December 14 – 15, 2001.
18. Congrès de Mathèmatiques Appliquèes à la mèmoire de Jacques–Louis Lions, Collèdge de France, Paris, France, July 1 – 5, 2002.
19. International Congress of Mathematicians, Beijing, China, August 20 – 28, 2002.
20. 5th International Simposium on Mathematical Analysis and Applications, Niska Banja, Yugoslavia, October 2 – 6, 2002. – N. Tuneski, Starlikeness of a function using differential subordination.
21. Fourth European Congress of Mathematics, Stoskholm, Sweden, June 27 – July 2, 2004. – N. Tuneski, Criteria for univalence of an analytic function.
22. Seminar of the Institute of mathematics at the Aristotle University of Thessaloniki, Thessaloniki, Greece, October 4, 2005. – N. Tuneski, New results and generalizations from the theory of univalent functions.
23. An International Conference on Complex and Harmonic Analysis, Thessaloniki, Greece, May 25 – 17, 2006.
24. Topics in Mathematical Analysis and Graph Theory, Belgrade, Serbia, September 1 – 4, 2006. – N. Tuneski, Starlikeness and convexity of a class of analytic functions.
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25. Internationale Mathematische Arbeitstagung, Max–Planck Institute for Mathematics, Bonn, Germany, June 22 – 28, 2007.
26. International Symposium on Geometric Function Theory and Applications, Istanbul, Turkey, August 20 – 24, 2007. – N. Tuneski, H. Irmak: Some results on the bounded turning of generalized convex functions. – H. Irmak, N. Tuneski: A note on analytic and univalent functions. – G. Tınaztepe, H. Irmak, N. Tuneski, Ö. F. Çetin: Ordinary differential operator and its applications
to certain classes of multivalently meromorphic functions
27. 6–th Congress of the International Society for Analysis, its Applications and Computation, Ankara, Turkey, August 13 – 18, 2007. – N. Tuneski, E. Georgieva–Celakoska: Suffıcıent condıtıons for starlıkeness and convexıty of an
anlytıc functıon.
28. “Development of Computer–aided Methods in Teaching Mathematics and Natural Sciences”, School of Intensive Courses, Novi Sad, Serbia, April 4 – 9, 2008.
29. “12–th Serbian Mathematical Congress”, Novi Sad, Serbia, August 28 – September 02, 2008. – N. Tuneski: Sufficient conditions for starlikeness with respect to N–symmetric points.
30. "DEREC Final Event", Florence, Italy, October 12 – 15, 2008. – N. Tuneski: The Role of Mathematics in the Environmental and Resources Engineering Studies.
31. "18-th Working Party on Regulatory Cooperation and Standardization Policies (WP.6) – UNECE", Geneva, Switzerland, November 03 – 04, 2008. – N. Tuneski: Statistical Methods and Market Surveillance.
32. " MASSEE International Congress on Mathematics", Ohrid, September 16 – 20, 2009. – N. Tuneski: A Class of Functions Defined by Takahashi and Nunokawa.
33. Computational Methods and Function Theory, Ankara, Turkey, June 08 – 12, 2009. – N. Tuneski, Simple criteria for starlikeness and convexity.
34. IEEE Symposium on Product Compliance Engineering, Toronto, Canada, October 26 – 28, 2009. – I. Hendrikx, N. Tuneski, Sampling considerations within Market Surveillance actions.
35. “Geometric Function Theory and Applications’2010”, Sofia, Bulgaria, August 27 – 31, 2010. – N. Tuneski, E. Georgieva–Celakoska: Some properties of n–fold koebe type functions. – B. Jolevska–Tuneska, N. Tuneski: On the digamma function.
36. “Geometric Function Theory and Applications’2011”, Cluj–Napoca, Romania, September 3 – 9, 2011. – N. Tuneski, M. Petrusevski: Extension of some results of analytic functions with bounded
derivative. – N. Tuneski, M. Obradovic: Some results over an expression of analytic functions.
37. “Geometric Function Theory and Applications’2012”, Ohrid, R. Macedonia, August 27 – 31, 2012. – N. Tuneski, T. Bulboaca: Some results over the first derivative of analytic functions. – N. Tuneski, M. Darus, E. Gelova: Simple criteria for bounded turning of an analytic function.
38. International Short Joint Research Workshop “Some inequalities concerned with the geometric function theory”, The Research Institute for Mathematical Sciences, Kyoto University, Kyoto, Japan, May 22 – 24, 2013. – N. Tuneski: From inequalities to subordinations and back. – N. Tuneski: Functions of bounded turning.
39. 13th Serbian Mathematical Congress, Vrnjačka Banja, May 22 - 25, 2014. – N. Tuneski: Some results on the class U and the class of Janowski α-convex functions.
40. 5–th Congress of Mathematicians of Macedonia, Ohrid, Macedonia, September 24 – 27, 2014. – N. Tuneski, E. Aliaga: Some results on two classes univalent functions.
name: Nikola Tuneski page 9 of 9
– E. Aliaga, N. Tuneski: Some sufficient conditions for univalence depending on two parameters.
Memberships in Professional Societies
• Member of the American Mathematical Society. (2005 – present) • Member of the Society of Mathematicians of Macedonia. (1994 – present) • Member of the Scientific Council of the Society of Mathematicians of Macedonia. (2012 – present) • Member of the Executive Board of the Society of Mathematicians of Macedonia. (2012 – present)
Selected Profesional Activities
• Head of Department of Mathematics and Informatics by the Faculty of Mechanical Engineering, Skopje. (2008 – 2012)
• Head of the Organizing Committee of the 8th International Symposium on Geometric Function Theory and Applications, August 27-31, 2012 Ohrid, Republic of Macedonia.
• Secretary of Mechanical Engineering – Scientific Journal (2005 – 2011) • Member of the Teaching and Scientific Council of the Faculty of Mechanical Engineering, Skopje,
Macedonia. (2002 – present)
Technical Skills
Proficiency in: C, FORTRAN, MATLAB, MathCad, Mathematica, LaTeX, Microsoft Office. Foreign Languages
• English: Excellent written and verbal communication skills. • Serbian, Croatian: Excellent written and verbal communication skills.
other Slavic languages (Russian, Polish, Czech, Bulgarian, Slovenian): Reading knowledge. • Macedonian: Native language.
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CURRICULUM VITAE
Name: Biljana JOLEVSKA-TUNESKA, PhD. Full Professor
Working address: Department of Mathematics and Physics Faculty of Electrical Engineering and Information Technologies Ss. Cyril and Methodius University in Skopje Karpos II b.b. 1000 Skopje Republic of Macedonia Tel: +389 2 30 99 172 Fax: +389 2 30 64 262 E-mail: [email protected]
Home address: Pariska 23/2 1000 Skopje Republic of Macedonia Mobile: +389 71 262 542
Date of Birth: 23rd of June 1973 Place of Birth: Bitola, Republic of Macedonia Nationality: Macedonian Citizenship: Republic of Macedonia Sex: Female Marital Status: Married, three children
Employment History
Place: Ss. Cyril and Methodius University in Skopje Faculty of Electrical Engineering and Information Technologies, Department of Mathematics and Physics, Skopje, Republic of Macedonia Position: Teaching and Research Associate, 1995-1999 Senior teaching and Research Associate, 1999-2004 Assistant Professor, 2004-2010 Associate Professor, 2010-2014 Full Professor, 2014-present Education
Place: University of Novi Sad, Faculty of Sciences, Department of Mathematics, Novi Sad, Serbia Degree: Ph.D. in mathematics, January, 2003 Advisor: Prof. Arpad Takači, Ph.D. Thesis: “Neutrix products and convolutions of distributions and applications”
name: Biljana Jolevska-Tuneska page 2 of 9
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Place: Ss. Cyril and Methodius University in Skopje Faculty of Natural Sciences, Department of Mathematics, Skopje, Republic of Macedonia
Degree: M. Sc. in mathematics, April, 1999, Advisor: Prof. Dragan Dimitrovski, Ph.D. Thesis: “Nonlinear matrix differential equations of Riccati type” Place: Ss. Cyril and Methodius University in Skopje Faculty of Sciences, Department of Mathematics, Skopje, Republic of Macedonia Degree: B.Sc. in Theoretical mathematics, October, 1995. GPA: 9.50/10 Advisor: Prof. Dončo Dimovski, Ph.D. Thesis: “Analysis of close topologies”
List of Publications
1. Sapkarev I,A., Jolevska B.T.: Invariant non-homogeneous third order linear differential equations in respect to function substitution, Proceedings of the first congress of mathematics and informatics of Macedonia in Ohrid, 1996, 93-100.
2. Jolevska B., Lazov P., Dimitrovski D.: Polynomial part of square root of λ-matrices, Prirod.-Mat. Fak.
Univ. Kiril Metodij Skopje Godishen Zb. Vol.37 (1997), 62-71. 3. Tuneski N., Jolevska B, Dimitrovski D.: Method of iterations on matrix differential equation, Prirod.-
Mat. Fak. Univ. Kiril Metodij Skopje Godishen Zb. Vol.37 (1996), 85-92. 4. Jolevska B.: Nonlinear matrix differential equations of Riccati type, master thesis, Skopje 1999 5. Jolevska-Tuneska B., Lazov P.: Nonlinear matrix differential equations of Riccati type, Proceedings of
Equadiff’99 , Berlin , 503-507. 6. Jolevska-Tuneska B., Fisher B.: An existence theorem for the non-commutative neutrix product of
distributions, International Journal of Applied Mathematics, Vol. 3 No. 1 (2000) 63-70. 7. Jolevska-Tuneska B., Fisher B.: Results on the composition of distributions, International Journal of
Applied Mathematics, Vol. 5 No. 4 (2000) 407-418. 8. Jolevska-Tuneska B., Fisher B.: The Composition of the Distributions λ−xxsgn and ( ) λ/12 +rx ,
Proceedings of the International Conference on Mathematics and its Applications in the New Millennium, 18-19 July, University Putra, Malaysia, 2000, 21-27.
9. Jolevska-Tuneska B., Fisher B.: The cosine integral and the commutative neutrix convolution product,
Hacettepe Bulletin of Natural Sciences and Engineering, Series B, Vol. 30 (2001), 1-15. 10. Fisher B., Jolevska-Tuneska B., Ozag E.: Results on the composition of distributions, Integral Transforms
and Special Functions, Vol 13 (2002) 109-116. 11. Jolevska-Tuneska B., Fisher B.: The sine integral and the commutative neutrix convolution product,
Contributions, Sec.Math.Tech.Sci.MANU, Vol. 1-2 (2000) 55-69.
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12. Jolevska-Tuneska B., A. Takači, Fisher B.: On some neutrix convolution products of distributions, Integral
Transforms and Special Functions, Vol. 14/3 (2003) 243-251. 13. Jolevska-Tuneska B.: Neutrix products and convolutions of distributions and applications, PhD thesis,
January 2003, Novi Sad, SCG 14. B. Fisher, B. Jolevska-Tuneska, A. Takači: On the Composition of Distributions xx s ln− and rx , Thai
Journal of Mathematics, (2003) Vol 1: 39-48. 15. Fisher B.; Jolevska-Tuneska B.: Takači A.: On the incomplete gamma function and the neutrix
convolution, Mathematica Bohemica, 4 (2003) 367-377.
16. Fisher B.; Jolevska-Tuneska B.; Takači A.: On convolutions and neutrix convolutions involving the incomplete gamma function, Integral Transforms and Special Functions, Vol. 15/5 (2004) 404-415.
17. Jolevska-Tuneska B.: On convolutions and neutrix convolutions involving slowly varying functions,
Matematicki bilten 28, 2004, pp 51-58. 18. Fisher B.; Jolevska-Tuneska B.; Kilisman A.: On defining the incomplete gamma function, Integral
Transforms and Special Functions, 14 (2004), 293-299. 19. Fisher B.; Jolevska-Tuneska B.: Two results on the composition of distributions, Thai Journal of
Mathematics, 3 (2005) No1: 17-26. 20. Ozcag E.; Ege I.; Gurcay H. and Jolevska-Tuneska B.: Some remarks on the incomplete gamma function;
Editors K. Tas at al. Mathematical Methods in Engineering, 97-108, Springer books 2007. 21. Jolevska-Tuneska B.; Takači A.: Ozcag E.: On differential equations with non-standard coefficients,
Applicable Analysis and Discrete Mathematics, 1 (2007),1-8. 22. Jolevska-Tuneska B.; Ozcag E.: On the composition of distributions xx s ln− and µx , Intermational
Journal of Mathematics and Mathematical Sciences, Volume 2007, article ID 60129, 9 pages, doi:10.1155/2007/60129.
23. Ozcag E.; Ege I.; Gurcay H. and Jolevska-Tuneska B.: On partial derivatives of the Incomplete Beta
Function, Applied Mathematical Letters, Volume 21 , Issue 7, July 2008 , Pages 675-681, doi:10.1016/j.aml.2007.07.020.
24. Ozcag E.; Ege I.; Gurcay H. and Jolevska-Tuneska B.: On the non-commutative neutrix product of
distributions, Abstract and Applied Analisys, Volume 2007, Article ID 81907, 10 pages, doi: 10.1155/2007/81907
25. Jolevska-Tuneska B: Some results on convolutions, Math.Maced. Vol. 5 (2007) 37-41. 26. Jolevska-Tuneska B., Takači A.: Results on the commutative neutrix convolution product of distributions,
Hacettepe journal of mathematics and statistics, Volume 37, Issue 2, (2008), 135-141
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27. Jolevska-Tuneska B: On the non-commutative neutrix product involving slowly varying functions, Novi Sad J. Math., Vol 38, No. 3, 2008, 105-112.
28. Fisher B. and Jolevska-Tuneska B.: On the logaritmic integral, Hacettepe journal of mathematics and
statistics, Volume 39 (3) 2010, 393-401. 29. Jolevska-Tuneska B. and Tuneski N.: On the digamma function, Geometric Function Theory and
Applications 2010, Proc. of International Symposium, Sofia, 27-31 August 2010, 165-168.
30. B.Jolevska-Tuneska, B.Fisher, E.Ozcag: On the dilogarithm integral, International Journal of Applied Mathematics, Vol. 24, No. 3 (2011), 361-369.
31. B.Jolevska-Tuneska, B. Fisher: Further results on the dilogarithm integral, Journal of Applied
Mathematics, Volume 2011, Article ID 421601, 10 pages, doi:10.1155/2011/421601 32. B.Fisher, B.Jolevska-Tuneska, A.Takaci: Further results on the logaritmic integral, Sarajevo Journal of
mathematics, Vol.8 (20) (2012), 91-100. 33. B. Jolevska-Tuneska, B. Fisher: On the logaritmic integral and convolutions, Bulletin of Malaysian
Mathematical Sciences Society, Vol 35, No 3, (2012) 671-677.
34. L. Lazarova, B. Jolevska-Tuneska: On the generalized Fresnel sine integrals and convolution, Adv.Math.Sci., Volume 1, No. 1, (2012) 65-71.
35. M.Miteva, B.Jolevska-Tuneska: Some results on Colombeau product of distributions, Adv.Math.Sci.,
Volume 1, No. 2, (2012) 121-126. 36. B.Jolevska-Tuneska, I. Jolevski: Some results on the digamma function, Applied Mathematics and
Informational sciences, Natural publishing house, Volume 7, No. 1 (2013), 167-170.
37. B. Jolevska-Tuneska, T.Atanasova-Pacemska: Further results on Colombeau product of distributions,
IJMMS, Volume 2013, Article ID 918905, 5 pages, http://dx.doi.org/10.1155/2013/918905
38. B. Fisher, B. Jolevska-Tuneska: Results on the Composition and Neutrix Composition of the Delta Function, Hacettepe journal of mathematics and statistics, Volume 43 (1) 2014, 43-50.
39. M.Miteva, B.Jolevska-Tuneska, T.Atanasova-Pacemska: On products of distributions in
Colombeau algebra, Mathematical Problems in Engineering, Hindawi publishing cooperation, Volume 2014, Article ID 910510, 4 pages (SCIE+IF 1.383)
40. N.Tuneski, M. Petrusevski, B. Jolevska-Tuneska: On Starlikeness of Analytic Functions with Bounded Derivative, Pan American Mathematical Journal, Volume 24 (2014), Number 1, 93–101.
41. L.Lazarova, B.Jolevska-Tuneska, T.Atanasova-Pacemska: On the generalized Fresnel cosine integrals and convolutions, International journal of functional analysis operator theory and application, Volume 6, Number 3, 2014, 141-152.
name: Biljana Jolevska-Tuneska page 5 of 9
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Research Interests
Head of the Project:
• “Neutrix products and convolutions of distributions and their application”, international research project financed by Ministry of Education and Science of Macedonia and TUBITAK, Turkey, 2006-2008.
• “Products of distributions in Colombeau algebras”, national research project financed by FEIT, Ss. Cyril and Methodius University in Skopje, 2011-2012.
Member of the Projects:
• “Wavelet, multi resolution analysis and its applications”, a national research project financed by Ministry of Education and Science of Macedonia, 2001-2004.
• “Geometric function theory and its application”, a national research project financed by Ministry of Education and Science of Macedonia 2001-2004.
• “Univalent functions”, international research project financed by Ministry of Education and Science of Macedonia and TUBITAK, Turkey, 2006-2008.
• “Functional spaces, topological and statistical aspects and their applications in electrical engineering”, national research project financed by University Goce Delcev in Stip, 2013-
Thesis Supervision
Biljana Jolevska-Tuneska is involved at the School of Doctoral Studies at Ss. Cyril and Methodius University in Skopje in the education program of Mathematical Sciences and Application where she has three PhD students:
• Limonka Lazarova, PhD student, • Marija Miteva, PhD student, • Teuta Zenku, PhD student, • Limonka Lazarova, MsC thesis: Black-Scholes models and their application, FEIT, Skopje, 2011.
Attended Workshops and Conferences
1. “1st Congress of the Association of Mathematicians and Computer Scientists of Macedonia”, October 3-5, 1996, Ohrid, Macedonia. talk: Invariant non-homogeneous third order linear differential equations in respect to function substitution
2. “6th Macedonian Symposium on Differential Equations”, 1-3 October, 1988, Ohrid, Macedonia.
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talk: Polynomial part of square root of λ-matrix 3. “Equadiff 99”, August 01-07, 1999, Berlin, Germany.
talk: Nonlinear matrix differential equations of Riccati type 4. "Transform Methods and Special Functions, AUBG'99", 13-20 August, 1999, Blagoevgrad, Bulgaria. 5. “2nd Congress of the Association of Mathematicians and Computer Scientists of Macedonia”, 28
September – 1 October, 2000, Ohrid, Macedonia. Talk: On neutrix product gf
6. “10th Congress of Yugoslav Mathematicians”, 21-24 January, 2001, Belgrade, Yugoslavia. talk: About cosine integral and its convolution products
7. “Internationale Mathematische Arbeitstagung”, 13-20 June, 2001, Bonn, Germany,. 8. A Workshop of the EU-Research and Training Network ``Geometric Analysis'', “Ellipticity and
Parabolicity in Analysis and Geometry”, 20-24 August, 2001, Potsdam, Germany. 9. “Workshop on Visualization and Verbalization of Mathematics and Interdisciplinary Aspects”, December
14-15, 2001, Nish, Yugoslavia. 10. “Wavelets and Integral Transform” (with applications to signal analysis), April 10-13.2002 Novi Sad,
Yugoslavia. 11. “Congrès de Mathèmatiques Appliquèes à la mèmoire de Jacques-Louis Lions”, 1-5 July, 2002, Paris,
France. 12. “7th Macedonian Symposium on Differential Equations”, 26-29 September, 2002, Ohrid, Macedonia.
talk: About neutrix convolution product 13. “5th International Symposium on Mathematical Analysis and Applications”, 2-6 October, 2002, Niska
Banja, Yugoslavia. talk: On some neutrix convolution product
14. ‘European Forum for Early Career Researchers”, 6-7 May 2005, Otocec, Slovenia. talk: On commutative neutrix convolution product of distributions involving slowly varying functions
15. “Third Congress of the Mathematicians of Macedonia”Struga, Macedonia, 29.09-02.10.2005. talk: A result on the composition of distributions; talk: On a class of nonlinear differential equations.
16. “MAGT-International conference on Mathematical Analysis and Graph Theory” Sept.2006, Belgrade, Serbia. talk: On differential equations with nonstandard coefficients,
17. “ISAAC 2007”, 13-18 August, 2007, Ankara, Turkey.
talk: On the dilogarithm integral and convolutions,
18. “12th Serbian Mathematical Congress” Novi Sad, Serbia, August, 2008
talk: On the non-commutative neutrix product involving slowly varying functions,
19. “Mathematical conference 85 years of prof. Blagoj Popov Life” Ohrid, Macedonia, September 2008
talk: Some results on convolutions,
20. “MICOM 2009” September 2009, Ohrid, Macedonia
talk: On the compositon of distributionas $x^{-s}\ln^m|x|$ and $|x|^mu$
21. “Geometric Function Theory and Applications’2010”, Sofia, Bulgaria, August 27 – 31, 2010.
talk: On the digamma function.
22. “Geometric Function Theory and Applications’2011”, Cluj–Napoca, Romania, September 3 – 9, 2011.
talk: Special function and neutrices.
23. “Geometric Function Theory and Applications’2012”, Ohrid, R. Macedonia, August 27 – 31, 2012.
talk: Some results on Colombeau product of distributions
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talk: On the generalized Fresnel sine integrals and convolution
talk: Further results on Colombeau product of distributions
24. RIMS workshop, “Some inequalities concerned with the geometric function theory, Kyoto University, Japan, May 22-24, 2013.
Invited talk: Application of neutrix calculus to special functions
25. “13th Serbian mathematical congress” Vrnjacka banja, Serbia, May 22-25, 2014.
Talk: B. Jolevska-Tuneska: On composition of distributions
Talk: B. Jolevska-Tuneska and T. Atanasova-Pacemska: Results on products of distributions. 26. “5–th Congress of Mathematicians of Macedonia, Ohrid, Macedonia, September 24 – 27, 2014.
Talk: B. Jolevska-Tuneska: Distributions, neutrix calculus and special functions.
Conferences Organized
• “Geometric Function Theory and Applications’2012”, Ohrid, R. Macedonia, August 27 – 31, 2012, international conference organized by Ss. Cyril and Methodius University in Skopje, member of the organizing board.
Courses Taught
Teaching, supervision and conducting exams for the following undergraduate courses – first cycle: • “Mathematics 1”, 1996– present. • “Mathematics 2”, 1996– present. • “Mathematics” 2004-2010. • “Numerical methods for engineering” 2006-2007. • “Statistical analysis”2005-2008 • “Numerical methods” 2008-2009 • “Mathematics 4”, 2012– 2013 • “Mathematics methods for engineering 1”, 2011– present. • “Mathematics methods for engineering 2”, 2012. • “Mathematics 3”, 2013– present • “Statistics” 2012 • “Linear transformations” 2011-present
Teaching, supervision and conducting exams for the following graduate courses – second cycle:
• Applied and Abstract Algebra, 2008-2012 • Stochastic Differential Equations, 2008-present • Numerical Solutions of Stochastic Differential Equations, 2008-2012 • Modeling with differential equations, 2008-2012
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• Selected parts of analysis, 2013-present • Financial and Actuarial Mathematics, 2013-present • Financial modeling, 2013-present2013-present • Partial differential equations with application in engineering and finance, 2013-present
Teaching, supervision and conducting exams for the following courses at the School of Doctoral Studies at Ss. Cyril and Methodius University in Skopje – third cycle:
• Functional analysis, 2013-present
Books
• “Differential calculus” joint book with Nikola Tuneski, University school book published by Ss. Cyril and Methodius University in Skopje in 2011.
• “Integral calculus” joint book with Nikola Tuneski, University school book published by Ss. Cyril and Methodius University in Skopje in 2011.
Awards of Recognition or Merit
1. Best Rank Award from the Dean of the Faculty of Sciences, University of Skopje, for having graduated with the highest GPA in class.
Honors and scholarships
1. Scholarship from the Ministry of Education and Science of Macedonia for outstanding pupils, 1986-1990 2. Scholarship from the Ministry of Education and Science of Macedonia for outstanding students, 1991-
1995. 3. Special Awards and Certificates of Merit for successful participation on regional, national and state
competitions in Mathematics, Computer Science and Physics, 1984-1991. 4. Awarded "QBE" - Skopje sponsorship for participation on the conference Equadiff 99, August 01-07,1999,
Berlin, Germany. 5. Grant from Max-Plank Institute fur Mathematics, Bon, Germany for participation on “Internationale
Mathematische Arbeitstagung”, 13-20 June, 2001. 6. Grant from DAAD for participation on “Workshop on Visualization and Verbalization of Mathematics
and Interdisciplinary Aspects”, December 14-15, 2001, Nish, Yugoslavia. 7. Grant from DAAD for participation on “Wavelets and Integral Transform” (with applications to signal
analysis), April 10-13.2002 Novi Sad, Yugoslavia. 8. Tempus Individual mobility grant, financed by European Commission, to the College of North European
Studies, Larissa, Greece, from 03/01/2005 to 13/02/2005.
9. Grant from Slovenia Science foundation for participation on “European Forum for Early Career Researchers”, 6-7 May 2005, Otocec, Slovenia.
10. Grant from Max-Plank Institute fur Mathematics, Bon, Germany for participation on “Internationale Mathematische Arbeitstagung”, 21-28 June, 2007.
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Memberships
• President of the Union of researchers of Macedonia. • Member of the Society of Mathematicians of Macedonia. • Member of the Scientific Council of the Society of Mathematicians of Macedonia. • Member of the Master Thesis Defend Board of the Faculty of Electrical Engineering and
Informational Technologies, Skopje, Macedonia. • Member of the Teaching and Scientific Council of the Faculty of Electrical Engineering and
Informational Technologies, Skopje, Macedonia.
Technical Skills
• Math Lab, Mathematica • LaTeX, Microsoft Office: Word and Excel
Foreign Languages
• English: Excellent written and verbal communication skills. • Serbian, Croatian: Excellent written and verbal communication skills. • French Reading knowledge • other Slavic languages: Reading knowledge.
(Russian, Bulgarian, Slovenian) • Macedonian: Native language.