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Asymptotics Of Random Matrices And Related Models Alice Guionnet
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Asymptotics Of Random Matrices And Related Models
Alice Guionnet
Describes a general strategy to study the fluctuations of strongly interacting random variables. This strategy is based on the asymptotic analysis of Dyson-Schwinger (or loop) equations. The author shows how these equations are derived, and how to obtain the concentration of measure estimates required to study these equations asymptotically.
144 pages
| Media | Books Book |
| Released | April 30, 2019 |
| ISBN13 | 9781470450274 |
| Publishers | American Mathematical Society |
| Pages | 144 |
| Dimensions | 256 × 181 × 15 mm · 282 g |
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