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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. The Markov property for Gaussian fields; References; Author index; Subject index.
| Price | Condition | Delivery | Seller | Action |
| $99.99 | Digital |
| WonderClub |
Michael Ortega
reviewed The Geometry of Random Fields (In Applied Mathematics) on October 08, 2013
The Geometry of Random Fields
Very nice. I especially appreciated the details on Babylonian and Egyptian mathematical syntax. It would be 4 stars if it went deeper into those and the Oriental contributions, but it focuses on the usual Mediterranean/European history. There was a fair bit on the Arabic era (the supposed Dark Ages) which was nice and the authors emphasize praise for my favorite little known Mathematical hero Evariste Galois.
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Add The Geometry of Random Fields (In Applied Mathematics), Originally published in 1981, The Geometry of Random Fields remains an important text for its coverage and exposition of the theory of both smooth and non-smooth random fields; closed form expressions for various geometric characteristics of the excursion, The Geometry of Random Fields (In Applied Mathematics) to the inventory that you are selling on WonderClubX
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Add The Geometry of Random Fields (In Applied Mathematics), Originally published in 1981, The Geometry of Random Fields remains an important text for its coverage and exposition of the theory of both smooth and non-smooth random fields; closed form expressions for various geometric characteristics of the excursion, The Geometry of Random Fields (In Applied Mathematics) to your collection on WonderClub |
