| Title | Large deviations for analytical distributions on infinite dimensional spaces |
| Publication Type | Unpublished |
| Year of Publication | 2007 |
| Authors | Chaari S, Cipriano F, Ouerdiane H |
| Series Title | Preprint |
| Abstract | Let θ be a Young function and N' the dual space of a complex nuclear Fréchet space N. In this paper we generalize Cramer's and Schilder's theorems to white noise measures in the dual space of the test space of entire functions on N' of θ-exponential growth. |
| URL | http://www.dm.fct.unl.pt/sites/www.dm.fct.unl.pt/files/preprints/2007/1_07.pdf |
