Dr. Kovács Zoltán

Beosztás: csoportvezető, főiskolai tanár, oktatási rektorhelyettes
Szobaszám: E116
Telefonszám: (42) 599-400/2173
E-mail: kovacsz at nyf.hu
fogadó óra: Csütörtök 12.30-14.00
saját honlapja:
http://zeus.nyf.hu/~kovacsz/

 

Dr. Kovács Zoltán szakmai önéletrajza

Kutatási területe: Geometria

 

Publikációs lista:

  • Pseudoconnections and Finsler type connections. Colloquia Mathematica Societatis János Bolyai 46, (1984), 1165-1184. With J. Szilasi. 
  • On the different definitions of Finsler connections. Publicationes Mathematicae (Debrecen) 34, (1987), 69-73.
  • Relative curvature of pseudoconnections and curvature mappings of Finsler spaces. The Proceedings of the National Seminar of Finsler and Lagrange Spaces, Brasov (1988), 217-225.
  • Pseudoconnections on an almost complex manifold. Colloquia Mathematica Societatis János Bolyai 56 (1989), 447-456.
  • The Kaehler condition for generalized Finsler spaces. The Proceedings of the National Seminar of Finsler and Lagrange Spaces, Brasov (1990), 87-95.
  • Some properties of associated pseudoconnections. Periodica Mathematica Hungarica 22, (1991) 107-113.
  • On h-invariant subbundles of vector bundles related to a pseudoconnection. Scientific Bulletin (Politechnic Institute of Bucharest) 53 (1991) 165-171.
  • Yano-Ledger connection and induced connection on vector bundles. Acta Mathematica Hungarica 59 (1992) 405-421. With L. Tamássy.
  • On the equivalence of a type of bundle valued 1-forms and pseudoconnections. Acta Academiae Pedagogicae Nyíregyháziensis, 13/D, (1992), 67-74.
  • On construction of Landsbergian characteristic subalgebra. Lagrange and Finsler geometry, P. L. Antonelli and R. Miron (eds.) Kluwer Academic Publishers, 1996, 99-111
  • On Finsler spaces whose geodesics are conic sections. Acta Academiae Pedagogicae Nyíregyháziensis, 14, (1998), 57-61. 
  • On the Chern-Weil homomorphism in Finsler spaces. Acta Academiae Pedagogicae Nyíregyháziensis, 17, (2001), 131-135. 
  • Assimilation of mathematical knowledge using Maple. Teaching Mathematics and Computer Science, 1/2 (2003), 321-331. With L. Kozma.
  • Visualizations on the Complex Plane. In Computer Algebra Systems and Dynamic Geometry Systems in Mathematics Teaching, Proceedings of ``Sprout-Selecting'' Conference. Pécs, Hungary, 2004. 12-27. With J. Hubicka and Z Kovács. 
  • On the fixed points of an affine transformation: an elementary view. Teaching Mathematics and Computer Science, 4/1 (2006), 101-110.
  • Blind versus wise use of CAS. Teaching Mathematics and Computer Science, 5/2 (2007), 407-417.
  • On the geometry of two step nilpotent groups with left invariant Finsler metrics. In: Proceedings of the Workshop on Finsler Geometry, 2007 Balatonföldvár, Acta Academiae Pedagogicae Nyíregyháziensis, 24/1, (2008), 155-168. With A. Tóth.
  • Difference equations as a modelling tool in school mathematics In: Proceedings of the IMEM 2009 Congress, Spisska Kapitula, ISBN 978-80-8084-471-4, Catholic University in Ruzemberok, (2009), 586-594.
  • Modelling with difference equations supported by GeoGebra: Exploring the Kepler Problem. The International Journal for Technology in Mathematics Education, 17/3, (2010), 141-146
  • Introducing computer technology in mathematics teacher training. In: Book of Abstracts, 5th European Workshop on Mathematical and Scientific e-Contents, ISBN 978-84-693-7936-3, 4 pp, 2010.
  • Randers changes of special Finsler spaces. In: Proceedings of the Workshop on Finsler Geometry, 2009 Debrecen, Acta Academiae Pedagogicae Nyíregyháziensis, 26/2, (2010), 165-170. With S. Bácsó.