Development of inverse fractal interpolation functions for modeling hydraulic conductivity distributions

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Authors

Chung, Sang Y.

Issue Date

1992

Type

Dissertation

Language

en_US

Keywords

Hydrology , Hydrogeology , Fractals , Modeling , Kriging , Statistics , Variogram , Fractional Brownian Motion , Iterated Function Systems , Fractal Interpolation Functions , Geostatistical Methods , Mackay Theses and Dissertations Grant Collection

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Abstract

This study uses fractal interpolation functions (FIF) for the generation of 1-D stochastic fractals and develops the inverse method of FIF (IFIF) for the interpolation of 1-D and 2-D hydraulic conductivity distributions.

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Online access for this thesis was created in part with support from the Institute of Museum and Library Services (IMLS) administered by the Nevada State Library, Archives and Public Records through the Library Services and Technology Act (LSTA). To obtain a high quality image or document please contact the DeLaMare Library at https://unr.libanswers.com/ or call: 775-784-6945.

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Publisher

University of Nevada, Reno

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In Copyright(All Rights Reserved)

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