Research and expository work in probability and statistics
Research and expository work in probability and statistics
Bringing together proceedings from the Wuhan meeting, this volume spans both foundational questions and applied statistical work. Its theoretical topics include Sobolev inequalities, heat semigroups, Brownian motion, white-noise analysis, and the geometry of statistical experiments; applications include simulated annealing and ARMA models. The breadth gives the collection a cross-section of active research areas in probability and statistics, rather than a single-topic treatment. As conference proceedings, it is organized around contributions from multiple authors and combines general expository papers with research announcements.
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These proceedings contain both general expository papers and research announcements in several active areas of probability and statistics. A large range of topics is covered from theory (Sobolev inequalities and heat semigroup, Brownian motions, white noise analysis, geometrical structure of statistical experiments) to applications (simulated annealing, ARMA models).
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