Concerning the Cut-Points of Continuous Curves and of Other by R. L Moore
By R. L Moore
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Extra resources for Concerning the Cut-Points of Continuous Curves and of Other Closed and Connected Point-sets
Atmos. , 40, 2025-2035 (1983). Strand, O. N. "Theory and methods related to the singu-lar-function expansion and Landweber’s iteration for integral equations of the first kind", SIAM J. Numer. Anal. 11, 798-825 (1974). Tatarskii, V. , M. S. Tatarskaia and E. R. Westwater, “Statistical retrieval of humidity profiles from surface measurements of h u m i d i t y , temperature and measurements of integrated moisture content", J. Atmos. , 13, 165-174, (1996). , M. Goldberg and D. Dazlich, "Pattern recognition in the satellite temperature retrieval problem", J.
1. INTRODUCTION Hereafter we give some basic concepts about decision theory and parameter estimation that are very often used in remote sensing problems. The subject is not exhaustively treated and for a more complete formulation the reader is referred to the textbooks in the bibliography. However, what follows should be enough to understand specific remote sensing applications of Bayesian estimation that are reported in the referenced papers. , atmosphere, ocean, land) is basically an inverse problem.
Hong et al. 1999). 6. CONCLUSIONS The generation of simulated observations for precipitation retrieval algorithm training is extremely difficult because optical properties of surfaces, atmosphere, and hydrometers have to be considered. Of these, the complex precipitation microphysics requires a synergy of models for particle spectra, composition and shape, cloud geometry, accurate radiative transfer as well as a simulation tool with the imaging specifications of the targeted radiometer. The errors associated with these models are not well known so that integral modeling errors are unknown.