Analysis of radial basis function interpolation approach
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Anand, V., and Freedman, R., 2009, New methods for predicting properties of live oils from NMR: SPWLA 50th Annual Logging Symposium, paper DD.
Franke, R., 1982, Scattered data interpolation: Tests of some methods: Mathematics of Computation, 38(157), 181–200.
Freedman, R., 2006, New approach for solving inverse problems encountered in well-logging and geophysical applications: Petrophysics, 47(2), 93–111.
Freedman, R., Lo, S., Flaum, M., Hirasaki, G. J., Matteson, A., and Sezginer, A., 2001, A new NMR method of fluid characterization in reservoir rocks: Experimental confirmation and simulation results: SPE Journal, 6(4), 452–464.
Gao, B., Wu, J., Chen, S., Kwak, H., and Funk, J., 2011, New method for predicting capillary curves from NMR data in carbonate rocks: SPWLA 52th Annual Logging Symposium.
Haykin, S., 1999, Neural Networks: A comprehensive Foundation: Prentice Hall, Hamilton, Ontario, Canada.
Kansa, E. J., 1990, Multiquadrics- A scattered data approximation scheme with applications to computational fluid dynamics — II, Solutions to Parabolic, Hyperbolic and Elliptic partial differential equations: Computers and Mathematics with Applications, 19(8–9), 147–161.
Lukaszyk, S., 2004, A new concept of probability metric and its applications in approximation of scattered data sets: Computational Mechanics, 33(4), 299–304.
Micchelli, C. A., 1986, Interpolation of scattered data: Distance matrices and conditionally positive definite functions: Constructive Approximation, 2, 11–22.
Powell, M. J. D., 2001, Radial basis function methods for interpolation to functions of many variables: Presented at the Fifth Hellenic-European Computer Mathematics and its Applications, 1–23.