References [1] E. T. Jaynes. Where do we stand on maximum entropy? The Maximum Entropy Formalism, pp. 15–118. MIT Press, [removed]H. Wendland. Scattered Data Approximation. Cambridge University Press, Cambridge, UK, 2 - Thomas J.R. Hughes - Document - PDFSEARCH.IO

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	References [1] E. T. Jaynes. Where do we stand on maximum entropy? The Maximum Entropy Formalism, pp. 15–118. MIT Press, [removed]H. Wendland. Scattered Data Approximation. Cambridge University Press, Cambridge, UK, 2 Add to Reading List Document Date: 2013-12-12 13:00:57 Open Document File Size: 44,64 KB Share Result on Facebook City Lancaster / Voronoi / Palo Alto / Dordrecht / Wiley / K. Salkauskas / / Company Princeton University Press / Cambridge University Press / V. K. Kontorovich S. A. / MIT Press / / Country United Kingdom / United States / Netherlands / / Facility Institute of Scientific Computing / Stanford University / / Organization Princeton University / Cambridge University / Cambridge Philosophical Society / Sibley School of Mechanical Engineering / Department of Electrical Engineering / Cornell / MIT / Stanford University / Institute of Scientific Computing / / Person V. V. Belikov / V / R. D. Rosenkrantz / V. D. Ivanov / V / / Position editor / / ProvinceOrState New York / / PublishedMedium Physical Review / The Bell Systems Technical Journal / Mathematics of Computation / / SportsLeague Stanford University / / Technology CAD / / SocialTag Numerical analysis Computational science Computational fluid dynamics Finite element method Partial differential equations Meshfree methods Principle of maximum entropy Thomas J.R. Hughes Mathematical optimization Mathematics

References [1] E. T. Jaynes. Where do we stand on maximum entropy? The Maximum Entropy Formalism, pp. 15–118. MIT Press, [removed]H. Wendland. Scattered Data Approximation. Cambridge University Press, Cambridge, UK, 2Add to Reading List