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Scientific classifications
- 1. Natural sciences
- 1.3 Physical sciences
- Particles and fields physics
- 1.3 Physical sciences
- 1.2 Computer and information sciences
- information science
- Other
Main research areas
In the focus of my research I deal with systems whose computer models and methods lead to a more accurate understanding of the problems. I mainly deal with such interdisciplinary research in the field of informatics and physics.
Among nonlinear phenomena, I studied the computer simulation of chaotic dynamics, including the damped L84 model, and the Yang-Mills equations in the lattice field theory. In the experimental research I dealt with the reconstruction of the trajectory in particle physics. The concepts of statistical complexity and entropy allow the study of the complex dynamics of the system as the entanglement of the q-bits in quantum mechanics, which plays an important role in the field of quantum computing research.
A number of open problems can be raised in this field of research, which can provide answers to newer current questions in the field of further developed computer models and. methods.
Highlighted publications
- 1989 – DETERMINATION OF FRACTAL DIMENSIONS FOR GEOMETRICAL MULTIFRACTALS – mtmt.hu
- 2001 – Towards the equation of state of classical SU(2) lattice gauge theory – mtmt.hu
- 2014 – NA61/SHINE facility at the CERN SPS: beams and detector system – mtmt.hu
- 2014 – Measurement of rare probes with the silicon tracking system of the CBM experiment at FAIR – mtmt.hu
- 2019 – Statistical complexity of the time dependent damped L84 model – mtmt.hu