Katalin Balla
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Previous Organizations / Institutes
The organizations / institutes from the scholar's other articles in the past ten years
Katalin Balla has a total of 5 co-authors. Here are the top co-authors by number of shared publications:
- Jozsef M. Benko
Konkoly Observatory, HUN-REN Research Centre for Astronomy and Earth Sciences, MTA Centre of Excellence
2 shared publications - Gerzson Kéri
Hungarian Academy of Sciences
1 shared publication - Ravi P. Agarwal
Division of Mathematics, Nanyang Technological University, 469, Bukit Timah Road, Singapore 259 756, Singapore
1 shared publication - Roswitha März
Institute of Mathematics, Humboldt University of Berlin, Berlin, Germany
1 shared publication - Tamás Rapcsák
Hungarian Academy of Sciences
1 shared publication
Latest Publications
- 1 October 2002
- Published by IWA Publishing in Journal of Hydroinformatics
- Vol. 4 (4) , 255-263
Pollution of underground water—a computational case study using a transport model
Damage of the waterproofing system in a waste material depository or sewage sludge composting plant and the penetration of pollutants into the soil and groundwater may cause an environmental mishap. Although the standard waterproofing technologies are extremely safe, one cannot disregard possible malfunctions. For a well-established plan of managing unexpected events, the impact of such damage must be forecast. With the help of models described in the relevant literature, we propose the basic ideas used in simulations for two planned regional waste material depositories, a planned sewage sludge composting plant and an active aluminium dross depository of a foundry.
- 1 October 2002
- Published by IWA Publishing in Journal of Hydroinformatics
- Vol. 4 (4) , 255-263
Pollution of underground water—a computational case study using a transport model
Damage of the waterproofing system in a waste material depository or sewage sludge composting plant and the penetration of pollutants into the soil and groundwater may cause an environmental mishap. Although the standard waterproofing technologies are extremely safe, one cannot disregard possible malfunctions. For a well-established plan of managing unexpected events, the impact of such damage must be forecast. With the help of models described in the relevant literature, we propose the basic ideas used in simulations for two planned regional waste material depositories, a planned sewage sludge composting plant and an active aluminium dross depository of a foundry.
- 1 March 2000
- Published by Springer Nature in Results in Mathematics
- Vol. 37 (1-2) , 13-35
Linear differential algebraic equations of index 1 and their adjoint equations
- 1 March 2000
- Published by Springer Nature in Results in Mathematics
- Vol. 37 (1-2) , 13-35
Linear differential algebraic equations of index 1 and their adjoint equations
- 1 June 1998
- Published by Taylor & Francis in Applicable Analysis
- Vol. 69 (1-2) , 133-147
On Riccati's extended form
General Riccati's extended forms are investigated in this paper. A criterion of the occurence of equilibria is given. Asymptotic stability is studied. Examples illustrate both the results and the complicated situations that may appear.
- 1 June 1998
- Published by Taylor & Francis in Applicable Analysis
- Vol. 69 (1-2) , 133-147
On Riccati's extended form
General Riccati's extended forms are investigated in this paper. A criterion of the occurence of equilibria is given. Asymptotic stability is studied. Examples illustrate both the results and the complicated situations that may appear.
- 1 January 1998
- Published by Cambridge University Press (CUP) in Symposium - International Astronomical Union
- Vol. 188, 275-276
Transition Probabilities for 1H in Strong Magnetic Fields
When computing synthetic spectra we have to be aware of the strength of the lines. The determination of the required dipole strengths, oscillator strengths and transition probabilities is based on the evaluation of the dipole matrix elements. These quadratic functionals are defined by integrals over the whole space composed of the eigenfunctions P of the atomic system belonging to the eigenvalues Em and En, respectively:
- 1 January 1998
- Published by Cambridge University Press (CUP) in Symposium - International Astronomical Union
- Vol. 188, 275-276
Transition Probabilities for 1H in Strong Magnetic Fields
When computing synthetic spectra we have to be aware of the strength of the lines. The determination of the required dipole strengths, oscillator strengths and transition probabilities is based on the evaluation of the dipole matrix elements. These quadratic functionals are defined by integrals over the whole space composed of the eigenfunctions P of the atomic system belonging to the eigenvalues Em and En, respectively:
- 1 January 1998
- Published by Springer Nature
- p. 275-276
Transition Probabilities for 1H in Strong Magnetic Fields
- 1 January 1998
- Published by Springer Nature
- p. 275-276
Transition Probabilities for 1H in Strong Magnetic Fields