Nizar Demni, Marguerite Zani
Published 2006-11-28Version 1
In this paper, we derive a handable expression for the Jacobi process semi group which is given by a bilinear series involving Jacobi polynomials. Our attempt uses a subordination of the considered process by means of a suitable random change. Once we did, we will be able, in the ultraspheric case, to derive a LDP for a family of estimators based on a single trajectory of the process.
Large Deviations for Partition Functions of Directed Polymers and Some Other Models in an IID Field
Large Deviations for Lévy Diffusions in small regime
Large deviations for empirical path measures in cycles of integer partitions
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