Wu, X. Zhu, G. Wu and W. Knowledge Data Engrg. Zanardi, P. Giorda and M. Cozzini, Information-theoretic differential geometry of quantum phase transitions, Phys. Export Citation. Here you can find all Crossref-listed publications in which this article is cited. User Account Log in Register Help. Search Close Advanced Search Help. My Content 1 Recently viewed 1 Information geometry, Show Summary Details. More options …. Monte Carlo Methods and Applications. Managing Editor: Sabelfeld, Karl K. See all formats and pricing. Online ISSN See all formats and pricing Online.
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The Geometry of Random Fields
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Information geometry, simulation and complexity in Gaussian random fields. Alexandre L. Abstract Random fields are useful mathematical objects in the characterization of non-deterministic complex systems. References 1.
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Miscellanea Rene Guenon. Table of contents Preface to the Classics edition; Preface; Corrections and comments; 1. Random fields and excursion sets; 2. Homogeneous fields and their spectra; 3. Sample function regularity; 4. Geometry and excursion characteristics; 5.
Some expectations; 6. Local maxima and high-level excursions; 7. Some non-Gaussian fields; 8.
Sample function erraticism and Hausdorff dimension; Appendix. About Robert J. Rating details. Book ratings by Goodreads.
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