Name
of project:
EFFICIENT NUMERICAL METHODS WITH APPLICATIONS
ON SUPERCOMPUTERS – 2-CEx-06-11-96
Project description:
http://www.ictp.acad.ro/proiect.doc
Financial support:
Romanian Government, National Authority
for Scientific Research, The Program: “Cercetare de Excelenta”
Display time of the project:
19.09.2006-31.12.2008
Partners:
1. Institute of Computing of the Romanian
Academy “Tiberiu Popoviciu” Cluj-Napoca (manager of the project)
2. University of Oradea
3. “Babes-Bolyai” University, Cluj-Napoca
4. North University of Baia-Mare
Total value of the contract: 1.344.000 RON
Contract value of execution for University
of Oradea: 179.000 RON
The research team members from University
of Oradea:
1. Prof. univ. Adrian Ioan Ban (Local
Manager of the Project, Department of Mathematics and Informatics)
2. Prof. univ. Sorin Gh. Gal (Department of Mathematics and
Informatics)
3. Conf. univ. Alexandru A. Bica (Department of Mathematics
and Informatics)
Usefulness phase of the obtained results in
the first stage (19.09.2006-20.11.2006)
- Elaborated articles:
1. Adrian I. Ban, Nearest interval and
trapezoidal approximations of an intuitionistic fuzzy number.
- Papers submitted for publication:
1. A. M. Bica, Numerical method for Volterra
integro-differential equations of neutral type in Banach spaces
via Perov’s fixed point theorem (submitted to Fixed Point
Theory, Cluj-Napoca).
2. Adrian Ban, Adriana Pelea, Fuzzy entropies for the product
and division of trapezoidal fuzzy numbers.
- Published papers:
1. Sorin G. Gal, Uniform Approximation by
Bivariate Polynomials Preserving Convexity, Proceedings of
the International Conference on Numerical Analysis and Approximation
Theory, NAAT 2006, Cluj-Napoca, Romania, 2006, pp. 205-220.
2. Sorin G. Gal, Bivariate Copositive Approximation, J. Math.
Anal. Approx. Theory, 1 (2006), 141-149.
3. A. M. Bica, M. Degeratu, L. Demian, E. Paul, Optimal alternative
to the Akima’s method of smooth interpolation applied in diabetology,
Surveys in Mathematics and its Applications, vol. 1, (2006),
41-49. |