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PUBLICATIONS
A) Books
1. Makó, Z., Salamon, J.: Operational research for economists: problems and solutions (In
Hungarian: Operációkutatási példatár közgazdászoknak), Scientia Publishing House, Cluj
Napoca, 2011 (222 pg., ISBN 978-973-1970-45-5)
2. Makó, Z., Lázár, E., Máté, S.: Economic and technical applications of forecaster methods (In
Hungarian: Előrejelző módszerek gazdasági és műszaki alkalmazásai), Scientia Publishing
House, Cluj Napoca, 2009. (138 pg., ISBN 978-973-1970-10-3)
3. Makó, Z.: Quasi-triangular fuzzy numbers. Theory and applications, Scientia Publishing
House, Cluj Napoca, 2006. (156 pg, ISBN 973-7953-60-6)
4. Szenkovits, F., Makó, Z.: Theoretical mechanics practices (In Hungarian: Elméleti mechanika
gyakorlatok és feladatok), Ed. Presa Universitară Clujeană, Cluj-Napoca, 2007 (362 pg, ISBN
978-973-610-600-2) .
5. Szenkovits, F., Makó, Z., Csillik, I., Bálint ,A.: Computational modeling of mechanical systems
(In Hungarian: Mechanikai rendszerek számítógépes modellezése), Scientia Publishing House,
Cluj Napoca, 2002. (213 pg, ISBN 973-85422-6-X)
B) Articles in journals
1. Makó, Z., Szenkovits, F., Salamon, J., Oláh-Gál, R: Stable and Unstable Orbits around Mercury,
Celestial Mechanics and Dynamical Astronomy, 108 (2010), 357-370 .
2. Makó, Z.: Information matrix technique with LR-fuzzy numbers, Automation, Computers, Applied
Mathematics, 19 (2010), 129-137.
3. Makó, Z.: Extracting Fuzzy If-Then Rule by Using the Information Matrix Technique with QuasiTriangular Fuzzy Numbers, Studia Univ. “Babeş-Bolyai”, Mathematica, LIV/3 (2009), 85-98.
4. Pál, L., Oláh-Gál, R., Makó, Z.:Shepard interpolation with stationary points, Acta Universitatis
Sapientiae, Informatica, 1, 1 (2009), 5-13.
5. Makó, Z.: Real vector space with scalar product of quasi-triangular fuzzy numbers, Acta
Universitatis Sapientiae, Mathematica, 1, 1 (2009), 51-71.
6.
Makó, Z.: Connections between weak stability boundary and the capture effect in the elliptic
restricted three body problem, Automation Computers Applied Mathematics (ACAM), 17 (2008),
255-258.
7. Szenkovits, F., Makó, Z.: About the Hill stability of the extrasolar planets instellar binary systems,
Celestial mechanics and Dynamical Astronomy, 101 (2008), 273-287.
8. Makó, Z.: Chaotic structure of the capture domain, Publications of the Astronomy Department of
the Eötvös University, 19 (2007), 237-246.
9. Makó, Z.: Linear programming with quasi-triangular fuzzy-numbers in the objective function,
Publ. Math. Debrecen, 69 (2006), 19-32.
10. Szenkovits, F., Makó, Z.: Pulsating zero velocity surfaces and capture in the elliptic restricted threebody problem, Publications of the Astronomy Department of the Eötvös University, 15 (2005), 221230.
11. Makó, Z.: Hill's stability of the Moon in the spatial restricted three-body problem, Publications of
the Astronomy Department of the Eötvös University, 15 (2005), 231-236.
12. Szenkovits, F., Makó, Z.: Pulsating Hill-Regions in the Spatial Elliptic Restricted Three-Body
Problem, Automation Computers Applied Mathematics (ACAM) , 14 (2005), 99-105.
13. Makó, Z., Szenkovits, F., Garda-Mátyás, E., Csillik, I.: Classification of near Earth asteroids wih
artificial neural network, Studia Univ. "Babeş-Bolyai", Mathematica, L/1 (2005), 85-92.
14. Makó, Z., Szenkovits, F.: Capture in the circular and elliptic restricted three-body problem,
Celestial Mechanics and Dynamical Astronomy, 90 (2004), 51-58.
15. Szenkovits, F., Makó, Z., Csillik, I.: Polynomial representation of the zero velocity surfaces in the
spatial elliptic restricted three-body problem, Pure Mathematics and Application, 15/2-3 (2004),
313-322.
16. Makó, Z., Szenkovits, F., Garda-Mátyás, E.: Solution of Kepler-equation with artificial neural
network. Automation Computers Applied Mathematics, 13 (2004), 119-127.
17. Szenkovits, F., Makó, Z., Csillik, I., Bálint, A.: Capture Effect in the Restricted Three Body
Problem, Pure Mathematics and Application, 13/4 (2003), 463-471.
18. Makó, Z.: The Solution of Linear Programming Problems with Quasi-Triangular Fuzzy Numbers in
Capacity Vector, Annales Univ. Sci. Budapest.,Sect. Comp., 21 (2002), 19-40.
19. Makó, Z.: Tgp-Sum of Quasi-Triangular Fuzzy Numbers, Bul. Stiint. Univ. Baia Mare Ser. B., MatInf., 14/1 (2000), 65-74.
C) Published contributions in academic conferences
1. Szőcs, A., Burián, H., Makó, Z.: Categorization of Cartels based on Market Factors using
Fuzzy Information Matrix, Proceedings of the International Conference "Marketing - From
Information to Decision", Edition 8, Cluj-Napoca, Romania, 2008, 399-410.
2. Szőcs, A., Burián, H., Makó, Z.: Using Elasticityand Concentration for Cartel Categorization,
Proceedings of the International Inovation Conference for Co-operation development (InCoDe),
Pécs, Hungary, 2008, 83-91.
3. Makó, Z.: Chaotic Variation of the Capture Effect around the Weak Stability Boundary, Exploring
the Solar system and the Universe, American Institute of Physics (AIP) Conference Proceedings,
Bucharest, Romania, 1043 (2008), 208-210.
4. Makó, Z., Salamon, J.: Banded Approximation with diffusion neural network, 7th International
Conference on Applied Informatics, Vol. 2, Eger, Hungary, 2007, 93-100.
5. Makó, Z., Máté, S.: Evaluation of soil-parameters with diffusion-neural-network, Proceedings of
3rd Romanian-Hungarian Joint Symposium on Applied Computational Intelligence (SACI),
Temesvári Műszaki Egyetem és a Budapesti Műszaki Főiskola, Timisoara, Romania, 2006, 322331.
6. Makó, Z.: Approximation with Diffusion-Neural-Network, Proceedings of the 6nd International
Symposium of Hungarian Researchers on Computational Intelligence, Budapesti Műszaki Főiskola,
Budapest, Hungary, 2005, 589-600.
7. Garda-Mátyás, E., Makó, Z., Szenkovits, F., Csillik, I.: The chaotic variation of capture effect in the
three body problem, Proceedings of the 4nd International Conference of PHD Students (Natural
Science), Miskolci Egyetem, Miskolc, Hungary, 2003, 31-38.
8. Makó Zoltán: The Opposite of Quasi-triangular Fuzzy Number, Proceedings of the 3nd
International Symposium of Hungarian Researchers on Computational Intelligence, Budapesti
Műszaki Főiskola, Budapest, Hungary, 2002, 229-238.
9. Szenkovits, F., Makó, Z., Csillik, I., Bálint, A.: Capture Model in the Restricted Three-Body
Problem, Proceedings of the 3nd International Conference of PHD Students (Natural Science),
Miskolci Egyetem, Miskolc, Hungary, 2001, 71-78.
D) Talks given at conferences and research seminars
1. 21-26 July 2010, "Alexandru Myller" Mathematical Seminar Centennial Conference, Alexandru Ioan
Cuza University and “Octav Mayer” Institute of Romanian Academy, Iaşi (Romania), “Extracting fuzzy
if-then rule by using the information matrix technique with quasi-triangular fuzzy numbers”.
2. 26-28 August 2010, The 13th International Conference on Applied Mathematics and Computer Science,
Technical University of Cluj-Napoca, Cluj-Napoca (Romania), “Function approximation with additive
fuzzy system”.
3. 7-12 September 2009, CELMEC V (International Conference on Celestial Mechanics), Italian Society of
Celestial Mechanics and Astrodynamics, San Martino al Cimino (Italia), “Weak Stability Boundary in
Sun-Mercury System”.
4. 10 – 13 September 2008, The12th International Conference on Applied Mathematics and Computer
Science, Technical University of Cluj-Napoca, Baisoara, Romania, “Capture effect of the resonant
orbits”.
5. 3 – 6 July 2008, 7th Joint Conference on Mathematics and Computer Science, Babeş-Bolyai University,
Cluj-Napoca, Romania, “Information matrix technique with quasi-triangular fuzzy numbers”.
6. 8 – 12 April 2008, Exploring the Solar System and the Universe, Astronomical Institute of the Romanian
Academy, Bucharest, Romania, “Chaotic variation of the capture effect”.
7. 28 Mai – 8 June 2007, Extra-Solar Planets: Scottish Universities Summer Schools in Physics No. 62,
Sabhal Mor Ostaig, Isle of Skye ,United Kingdom, “Transient chaos in the capture domain”.
8. 28 – 31 January 2007, 7th International Conference on Applied Informatics, Eger, University of
Debrecen, Hungary, “Banded approximation with diffusion-neural-network”.
9. 25 – 27 Mai 2006, Actual Problems in Celestial Mechanics and Dynamical Astronomy, International
Workshop on Celestial Mechanics, Babeş-Bolyai University and Sapientia University, Cluj-Napoca,
Romania, “The chaotic structure of capture domain”.
10. 16 – 18 November 2005, 5nd International Symposium of Hungarian Researchers on Computational
Intelligence, Technical University of Budapest, Budapest, Hungary, “Approximation with DiffusionNeural-Network”.
11. 11 – 16 September 2005, Fourth International Meeting on Celestial Mechanics, Italian Society of
Celestial Mechanics and Astrodynamics, San Martino al Cimino (Italia), “The hyperbolic network in
capture domain”.
12. 17 – 19 January 2005, British-Romanian-Hungarian Workshop for Young Researchers on Plasma- and
Astrophysics: from laboratory to outer space, Cluj-Napoca, Romania, “The Hill’s stability of Moon in
the spatial three-body problem”.
13. 31 August – 4 September 2004, IAU Colloquium No. 197, Dynamics of Populations of Planetary
Systems, Belgrade, Serbia and Montenegro, “Classification of NEAs with Artificial Neural Network”.
14. 9 – 12 June 2004, 5th Joint Conference on Mathematics and Computer Science, University of Debrecen,
Debrecen, Hungary, “Properties of the Hill – zones in the ERTBP”.
15. 3 – 6 June 2004, Theodor Angheluţă Seminar 2004 - Cluj-Napoca, The 9th International Conference on
Applied Mathematics and Computer Science, Technical University of Cluj-Napoca, Baisoara, Romania,
“Pulsating Hill-regions in the spatial elliptic restricted three-body problem”
16. 5 – 26 September 2003, Chaotic Wordls: From Order to Disorder in Gravitational N-Body Dynamical
Systems, NATO Advanced Study Institute, Cortina d’Ampezzo, Italy, “The Chaotic Variation of Capture
Effect int he N-Body Problem”.
17. 22 – 28 June 2003, 5th Congress of Romanian Mathematicians, Romanian Academy, Piteşti, Romania,
“Possible Capture of Near Earth Objects”.
18. 25 – 30 August 2003, JENAM –2003 Joint European and National Astronomical Meeting for 2003, New
Deal in European Astronomy: Trends and Perspectives, Budapest, Hungary, “Capture zones in the Solar
system”.
19. 26 – 28 November 2002. 3nd International Symposium of Hungarian Researchers on Computational
Intelligence, Technical University of Budapest, Budapest, Hungary, “The opposite of quasi-triangular
fuzzy number”.
20. 10 – 12 Mai 2001, Year of Great Astronomical Anniversaries, Astronomical Institute of the Romanian
Academy, Bucharest, “ Capture model in CRTBP”.
21. 12 – 15 June 2001, 4th Joint Conference on Mathematics and Computer Science, Babeş-Bolyai
University, Oradea, Romania, “Capture Efect in the Restricted Three Body Problem”.
E) Member in Conference organizing committee
1. Chair of the Program Committee of the “150th Anniversary Conference of the Transylvanian
Museum Society” - Mathematical and Informatical Sciences department, Sapientia University,
Miercurea Ciuc, 6-7 November 2009.
2. Chair of the Program Committee of the International Conference
University Miercurea Ciuc, 25-26 November 2006.
“Bolyai Farkas”, Sapientia
3. Co-Chair of the Program Committee of the International Conference “Actual Problems in Celestial
Mechanics and Dynamical Astronomy”, Babes-Bolyai University, Cluj-Napoca, 25-27 Mai 2006.
4. Chair of the Program Committee of the International Conference “Chaos in Dynamical Systems”,
Sapientia University, Miercurea-Ciuc, 3–5 March 2005.