Authors:
József Kovács Dept. of Applied and Environmental Geology, Eötvös Loránd University, Budapest H-1117 Budapest, Pázmány P. sétány 1/c, Hungary

Search for other papers by József Kovács in
Current site
Google Scholar
PubMed
Close
,
László Márkus Dept. of Probability Theory and Statistics, Eötvös Loránd University, H-1117 Budapest, Pázmány P. sétány 1/c, Hungary

Search for other papers by László Márkus in
Current site
Google Scholar
PubMed
Close
, and
Gábor Halupka Duna-Ipoly National Park Directorate H-1021 Budapest, Hűvösvölgyi út 52, Hungary

Search for other papers by Gábor Halupka in
Current site
Google Scholar
PubMed
Close
Restricted access

The fluctuation of underground karstwater levels constitutes an inherently random, very complex time-dependent phenomenon further complicated when human interference disturbs the natural course. However, its structure can be explored by identifying only a few latent effects or factors (usually of significantly simpler dynamic structure), that are the driving forces behind it. The correct statistical tool to determine latent effects from the temporally interdependent observations is dynamic factor analysis (DFA). Analogously to ordinary factor analysis, DFA also determines loadings representing the measure of intensity of the latent effect corresponding to the factor. The obtained factor-intensities provide essential information on the geologic environment, improving the chance of correct decisions when environmental issues are on the agenda. In the given case the factors correspond to the infiltration and water extraction; hence, the intensities appear to be connected to aquifer vulnerability. Intensive water extraction increases the danger of contamination of an aquifer, since overpumping may establish contact with a distant, already polluted storage. High-intensity infiltration also increases vulnerability by helping local entry of any surface contaminant into the aquifer. Hence, the loadings and the measure of intensity can be regarded as important markers of vulnerability of the aquifer.

  • Aller, L., T. Bennet, J. H. Lehr, R. J. Petty 1985: DRASTIC: A standardized system for evaluating groundwater pollution potential using hydrologic settings - U. S. EPA, Sobert S. Kerr Environmental Research Laboratory, Ada, OK, EPA/600/2-85/0108, p. 163. - In: R. Gogu, A. Dassargues 1998: A short overview on groundwater vulnerability assessment - basic statements for use in the framework of the COST 620 Action.

  • COST Action 65 1995: Hydrogeological aspects of groundwater protection in karstic areas. - Final Report, Luxembourg (ISBN 92-827-4682-8), pp. 1 - 446 .

  • Csepregi, A., 1995: Investigation of groundwater recharge on the Hungarian Plain by precipitation and areal evapotranspiration data (in Hungarian). - Technical Report of the Hungarian Water Researches Institute, pp. 1 - 11 .

  • Daly, D., A. Dassargues, D. Drew, S. Dunne, N. Goldscheider, S. Neale, Ch. Popescu, F. Zwahlen 2001: Main concepts of the "European Approach" for (karst) groundwater vulnerability assessment and mapping. - Draft for Working Group 1 of the COST 620 Action "Vulnerability and risk mapping for the protection of carbonate (karst) aquifers", p. 12.

  • Civita, M, C. De Regibus 1995: Sperimentazione de alcune metodologie per la valutazione della vulnerabilita degli aquiferi. - Quaderni de Geologia Applicata, Bologna, Pitagora, pp. 3.311-3.324.

  • Bánkövi, Gy., J. Veliczky, M. Ziermann 1979: Dynamic models for prediction of the development of national economies. - In: J. Janssen M. L., L. F. Pau, A. Straszak (Eds): Models and Decision Making in National Economies. North-Holland, Amsterdam, pp. 257 - 267 .

    Dynamic models for prediction of the development of national economies , () 257 -267 .

    • Search Google Scholar
  • Anderson, R., L. 1963: The use of factor analysis in the statistical analysis of multiple time series. - Psychometrika, 28, pp. 1 - 25 .

    'The use of factor analysis in the statistical analysis of multiple time series. - ' () 28 Psychometrika : 1 -25 .

    • Search Google Scholar
  • Goldscheider, N., M. Klute, S. Sturm, H. Hötzl 2000: The PI method - a GIS-based approach to mapping groundwater vulnerability with special consideration of karst aquifers. - Z. angew. Geol., 46/3, pp. 157 - 166 .

    'The PI method - a GIS-based approach to mapping groundwater vulnerability with special consideration of karst aquifers. - ' () 46 Z. angew. Geol. : 157 -166 .

    • Search Google Scholar
  • Jeannin, P., Y., D. Grasso 1995: Estimation des infiltrations efficaces journalières sur le bassin karstique de la Milandrine (Ajoie, JU, Suisse). - Bulletin d'Hydro-geologie, 14, pp. 83 - 93 .

    'Estimation des infiltrations efficaces journalières sur le bassin karstique de la Milandrine (Ajoie, JU, Suisse). - ' () 14 Bulletin d'Hydro-geologie : 83 -93 .

    • Search Google Scholar
  • Kessler, H., 1954: A beszivárgási százalék és a tartósan kitermelhetó vizmennyiség megállapitása karsztvidékeken (The percentage of infiltration and the permanently extractable water in karstterrains). - Vizügyi Közlemények, 36. (In Hungarian.)

  • Mádl-Szodblac;nyi, J. 1997: Viztartó rendszerek sérülékenységi vizsgálata a dunántúli-középhegységi fodblac;karsztvíztároló rendszer (DNY-i rész) példáján (Vulnerability assessment of aquifer systems with the example of main karst reservoir in the SW-Transdanubian Central Range). - Földt. Közl., 127/1-2, pp. 19 - 83 .

  • Mádl-Szodblac;nyi, J., L. Füle 1998: Groundwater vulnerability assessment of the SW Trans-Danubian Central Range, Hungary. - Environmental Geology, 35, pp. 9 - 18 .

    'Groundwater vulnerability assessment of the SW Trans-Danubian Central Range, Hungary. - ' () 35 Environmental Geology : 9 -18 .

    • Search Google Scholar
  • Márkus, L., O. Berke, J. Kovács, W. Urfer 1999: Spatial prediction of the intensity of latent effects governing hydrogeological phenomena. - Environmetrics, 10, pp. 633 - 654 .

    'Spatial prediction of the intensity of latent effects governing hydrogeological phenomena. - ' () 10 Environmetrics : 633 -654 .

    • Search Google Scholar
  • Márkus, L., J. Kovács 2003: On the effects of water extraction of mines in karstic areas. - Mathematische Geologie, 7. (in press)

  • Maucha, L., 1990: A karsztos beszivárgás számitása (Calculation of karstic infiltration). - Hidrogeológiai Közlöny, 70, pp. 153 - 161. (In Hungarian.)

    'A karsztos beszivárgás számitása (Calculation of karstic infiltration). - ' () 70 Hidrogeológiai Közlöny : 153 -161 .

    • Search Google Scholar
  • Morton, F., I. 1983: Operational estimates of areal evapotranspiration and their significance to the science and practice. - Journal of Hydrology, 66, pp. 1 - 76 .

    'Operational estimates of areal evapotranspiration and their significance to the science and practice. - ' () 66 Journal of Hydrology : 1 -76 .

    • Search Google Scholar
  • Alföldi, L., 1994: Észrevételek a felszín alatti vizek szennyezodblac;dés-érzékenységi kérdéseihez (Remarks on questions of groundwaters pollutant sensitivity). - Hidrológiai Közlöny, 74/1, pp. 15 - 22. (In Hungarian.)

    'Észrevételek a felszín alatti vizek szennyezodblac;dés-érzékenységi kérdéseihez (Remarks on questions of groundwaters pollutant sensitivity). - ' () 74 Hidrológiai Közlöny : 15 -22 .

    • Search Google Scholar
  • Peña, D., P. Poncela, P. 2000: Forecasting with Nonstationary Dynamic Factor Models Manuscript, private communication with Daniel Peña.

  • Primault, B., 1963: Du calcul de l'evapotranspiration. - Arch. Meteorologie, Geophysik, Biologie, 12, pp. 124 - 150, Zürich.

    'Du calcul de l'evapotranspiration. - ' () 12 Arch. Meteorologie, Geophysik, Biologie : 124 -150 .

    • Search Google Scholar
  • Rapcsák, T., 2002: On minimization on Stiefel Manifolds. - European Journal of Operational Research, 143, pp. 365 - 376 .

    'On minimization on Stiefel Manifolds. - ' () 143 European Journal of Operational Research : 365 -376 .

    • Search Google Scholar
  • Ziermann, M., Gy. Michaletzky 1995: Idøzakok faktoranalizise (Factor analysis of time series). - Szigma, 26/3-4, pp. 77 - 91. (In Hungarian.)

  • Bolla, M., Gy. Michaletzky, G. Tusnády, M. Ziermann 1998: Extremes of sums of heterogeneous quadratic forms. - Linear Algebra and Its Applications, 269, pp. 331 - 365 .

    'Extremes of sums of heterogeneous quadratic forms. - ' () 269 Linear Algebra and Its Applications : 331 -365 .

    • Search Google Scholar
  • Box, G., E. P., G. C. Tiao 1977: A canonical analysis of multiple time series. - Biometrika, 64, pp. 355 - 405 .

    'A canonical analysis of multiple time series. - ' () 64 Biometrika : 355 -405 .

  • Böcker, T., 1974: Determination of inflitration in karst terrain by the method of quarterly treshold precipitations. - Technical Report of the Hungarian Water Researhes Institute (VITUKI). (In Hungarian.)

  • Burman, R., L. O. Pochop 1994: Evaporation, Evapotranspiration and Climatic Data. - Developments in Atmospheric Science, 22, Elsevier, Amsterdam, 278 p.

    'Evaporation, Evapotranspiration and Climatic Data. - ' () 22 Developments in Atmospheric Science : 278 .

    • Search Google Scholar
  • Daly, D., D. Drew 1999: Irish methodologies for karst aquifer protection. - In: B. Beck (Ed.): Hydrogeology and Engineering Geology of Sinkholes and Karst. Balkena, Rotterdam, pp. 267 - 272 .

    Irish methodologies for karst aquifer protection , () 267 -272 .

  • Doerfliger, N., 1996: Advances in karst groundwater protection strategy using artificial tracer tests analysis and multiattribute vulnerability mapping (EPIK method). - Thesis presented to the Faculty of Sciences of the Neuchatel University for the obtention of the title Docteur des sciences, University of Neuchatel (Switzerland) - Faculty of Sciences, 308 p.

  • Dracos, Th. 1980: Hydrologie, eine Einführung für Ingenieure. - Springer Verlag, Berlin, 194 p.

    Hydrologie, eine Einführung für Ingenieure , () 194 .

  • Gogu, R., A. Dassargues 1998: A short overview on groundwater vulnerability assessment - basic statements for use in the framework of the COST 620 Action, pp. 1 - 18 .

  • Collapse
  • Expand

Acta Geologica Hungarica
Language English
Size  
Year of
Foundation
1952
Publication
Programme
changed title
Volumes
per Year
 
Issues
per Year
 
Founder Magyar Tudományos Akadémia  
Founder's
Address
H-1051 Budapest, Hungary, Széchenyi István tér 9.
Publisher Akadémiai Kiadó
Publisher's
Address
H-1117 Budapest, Hungary 1516 Budapest, PO Box 245.
Responsible
Publisher
Chief Executive Officer, Akadémiai Kiadó
ISSN 0236-5278 (Print)
ISSN 1588-2594 (Online)

Monthly Content Usage

Abstract Views Full Text Views PDF Downloads
Dec 2024 10 0 0
Jan 2025 31 0 0
Feb 2025 45 0 0
Mar 2025 39 0 0
Apr 2025 13 0 0
May 2025 7 0 0
Jun 2025 0 0 0