Vajda Róbert



Position: egyetemi adjunktus
Phone (office): +36 62 544647
Fax: +36 62 544548
E-mail: vajdar@math.u-szeged.hu


English Version of my Homepage    ERASMUS+ ÖSZTÖNDÍJAK (2015-2016)



Publikációs lista:

1. R. Vajda and Z. Kovács: Interactive Web Portals in Mathematics. In: Teaching Mathematics and Computer Science 1(2), pp. 347-361, 2003. Debrecen, Hungary

2. M. K. Németh and R. Vajda: Computer-Assisted Assessment of Mathematical Knowledge. In: Computer Algebra Systems and Dynamic Geometry Systems in Mathematics Teaching. Proceedings of the Sprout-Selecting Conference, 2004, pp. 113-127, Pécs, Hungary

3. R. Vajda, T. Jebelean and B. Buchberger: Combining Logical and Algebraic Techniques for Natural Style Proving in Elementary Analysis. Mathematics and Computers in Simulation 79(8), pp. 2310-2316. April 2009. Elsevier, Special Issue on Nonstandard Applications of Computer Algebra.

4. R. Vajda: An e-Learning Environment for Elementary Analysis: Combining Computer Algebra, Graphics and Automated Reasoning. Teaching Mathematics and Computer Science 7(1), pp. 13-34. 2009. Debrecen, Hungary

5. A. Máder, R. Vajda: Elementary Approaches to the Teaching of the Combinatorial Problem of Rectangular Islands, International Journal of Computers for Mathematical Learning, Vol. 15(3), pp. 267-281, 2010, Springer.

6. R. Vajda: Effective Real Quantifier Elimination, In: J. Karsai, R. Vajda (eds.), Interesting Mathematical Problems in Sciences and Everyday Life - 2011, University of Szeged, ISBN:978-963-306-109-1.

7. L.L. Stachó, R. Vajda: Hermite interpolation sequences over fields. Linear Algebra and its Applications, Vol. 439(1), 2013, pp. 66-77, Elsevier.

8. H.-J. Rack, R. Vajda: On Optimal Quadratic Lagrange Interpolation: Extremal Node Systems with Minimal Lebesgue Constant via Symbolic Computation, Serdica Journal of Computing, Vol. 8(1), 2014, pp. 71-96.

9. H.-J. Rack, R. Vajda: Optimal Cubic Lagrange Interpolation: Extremal Node Systems with Minimal Lebesgue Constant, Stud. Univ. Babes-Bolyai Math. 60(2015), No. 2, pp. 151-171.

10. M. Dormán, G. Makay, M. Maróti, R. Vajda: Monoidal Intervals on Three- and Four-Element Sets(to appear)

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