A contribution of the multiquadric method: Interpolation of potential inside the earth
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This paper is concerned with the development of the multiquadric interpolation scheme to produce gridded fields of meteorological variables. The results of the application of this method to real data is compared with analysis from Gandin's Optimum ...
MAHAKUR, M. +2 more
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Fractional diffusion partial differential equation (PDE) models are used to describe anomalous transport phenomena in fractal porous media, where traditional diffusion models may not be applicable due to the presence of long-range dependencies and non ...
Ahmad Imtiaz +4 more
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Comparative Analysis of Selected Geostatistical Methods for Bottom Surface Modeling. [PDF]
Biernacik P +2 more
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Extension of the Variational Free Energy Profile and Multistate Bennett Acceptance Ratio Methods for High-Dimensional Potential of Mean Force Profile Analysis. [PDF]
Giese TJ, Ekesan Ş, York DM.
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Numerical solution of COVID-19 pandemic model via finite difference and meshless techniques. [PDF]
Zarin R +3 more
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Research on surrogate model of dam numerical simulation with multiple outputs based on adaptive sampling. [PDF]
Liang J +5 more
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Method for estimating discharge, hydraulic depth, and mean velocity in rivers through spatial interpolation of at-a-station hydraulic geometry in data- scarce regions. [PDF]
Zamudio-Huertas E +2 more
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The multiquadric method of interpolation has been used to generate surfaces from irregularly distributed points of geophysical data, and has proven to be a successful means of mapping such data. There are four stages involved in the implementation of the
Conrad, Catherine Treena
core
Optimal interpolation methods for predicting groundwater levels in Abu Dhabi Emirate using ArcGIS. [PDF]
Maksoud T, Alkhawaga A, Mohamed M.
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