Jos_von_Asmuth_Thesis.pdf - repository

oÉÑÉêÉåÅÉë=Shibata, R. (1976), Selection of the order of an autoregressive model by Akaike's informationcriterion, Biometrika, 63, 117-126.Skyttner, L. (2005), General Systems Theory, Problems, Perspectives, Practice, World ScientificPublishing Co. Ptc. Ltd., Singapore.Sloan, W. T. (2000), A physics-based function for modeling transient groundwater dischargeat the watershed scale, Water Resources Research, 36(1), 225-241.Sluijter, R., and J. Nellestijn (2002), Climate atlas of the Netherlands, the normal period 1971-2000 (in Dutch), uitgeverij Elmar, Rijswijk.Snedecor, G. W., and W. G. Cochran (1967), Statistical Methods, The Iowa State UniversityPress, Ames.Sorensen, J. P. R., and A. S. Butcher (2011), Water Level Monitoring Pressure Transducers-ANeed for Industry-Wide Standards, Ground Water Monitoring & Remediation, doi:10.1111/j1745–6592.2011.01346.x, 1-7.Sun, Y.-N. J. W. J. (1998), Transit Compartments versus Gamma Distribution Function ToModel Signal Transduction Processes in Pharmacodynamics, Journal of PharmaceuticalSciences, 87(6), 732-737.Tankersley, C. D., W. D. Graham, and K. Hatfield (1993), Comparison of univariate andtransfer function models of groundwater fluctuations , Water Resources Research, 29(10),3517-3533.Taylor, C. J., D. J. Pedregal, P. C. Young, and W. Tych (2007), Environmental time seriesanalysis and forecasting with the Captain toolbox, Environmental Modelling & Software,22, 797-814.Te Stroet, C. B. M. (1995), Calibration of Stochastic Groundwater Models. Estimation ofsystem noise statistics and model parameters, PhD thesis, Delft University ofTechnology, Delft.Todini, E. (2007), Hydrological catchment modelling: past, present and future, Hydrology andEarth System Sciences, 11, 468-482.Tong, H. (1990), Non-linear Time Series: A Dynamical System Approach, Clarendon, Oxford.Tüxen, R. (1954), Pflanzengesellschaften und Grundwasser-Ganglinien, AngewandtePflanzensoziologie, 8, 64-97.Uhlenbeck, G. E., and L. S. Ornstein (1930), On the Theory of the Brownian Motion, PhysicalReview, 36, 823-841.Van Dam, J. C. (2000), Field-scale water flow and solute transport, SWAP model concepts,parameter estimation, and case studies, PhD-thesis, Wageningen University,Wageningen.Van de Vliet, R. N., and R. Boekelman (1998), Areal coverage of the impulse response withthe aid of time series analysis and the method of moments [In Dutch]., Stromingen, 4(1),45-54.Van de Vliet, R. N., H. L. M. Rolf, and J. J. Lebbink (2000), Effects of the reduction andstopping of the water abstraction Zuid-Kennemerland. Time series analysis of observedgroundwater level series for urgent areas (in Dutch), PWN / IWACO, Rotterdam.Van der Sluijs, P. (1990), Groundwater level classes, in Soils of the Netherlands (in Dutch) ,edited by Locher, W.P., and De Bakker, H., Malmberg, Den Bosch, 167-180.Van der Sluijs, P., and J. J. De Gruijter (1985), Water table classes: a method to describeseasonal fluctuation and duration of water tables on Dutch soil maps, Agricultural WaterManagement, 10, 109-125.Van Ek, R., J. P. M. Witte, H. Runhaar, and F. Klijn (2000), Ecological effects of watermanagement in the Netherlands: the model DEMNAT, Ecological Engineering, 16, 127-===ONP=KKÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁKÁK