%0 Journal Article %1 MR876258 %A Oelschläger, Karl %D 1987 %J Probab. Theory Related Fields %K central_limit_theorem diffusion_approximation interacting_particle_systems law_of_large_numbers measure_valued_process %N 4 %P 591--616 %R 10.1007/BF00363518 %T A fluctuation theorem for moderately interacting diffusion processes %U http://dx.doi.org/10.1007/BF00363518 %V 74 %X Summary. We study the asymptotic behaviour of the fluctuations of the empirical processes of the second example of "moderately" interacting diffusion processes of -3 and show that in the limit, as the number of different processes tends to infinity, these fluctuations behave gaussian.

@article{MR876258, abstract = {Summary. We study the asymptotic behaviour of the fluctuations of the empirical processes of the second example of "moderately" interacting diffusion processes of [-3] and show that in the limit, as the number of different processes tends to infinity, these fluctuations behave gaussian. }, added-at = {2011-04-18T22:26:41.000+0200}, author = {Oelschl{\"a}ger, Karl}, biburl = {https://www.bibsonomy.org/bibtex/29cc53295a2b240383809104dce782ae4/peter.ralph}, coden = {PTRFEU}, doi = {10.1007/BF00363518}, fjournal = {Probability Theory and Related Fields}, interhash = {bd5b9d6371ba181bb7477bb6134b245b}, intrahash = {9cc53295a2b240383809104dce782ae4}, issn = {0178-8051}, journal = {Probab. Theory Related Fields}, keywords = {central_limit_theorem diffusion_approximation interacting_particle_systems law_of_large_numbers measure_valued_process}, mrclass = {60J60}, mrnumber = {876258 (88m:60201)}, mrreviewer = {G. Leha}, number = 4, pages = {591--616}, timestamp = {2011-04-18T22:35:25.000+0200}, title = {A fluctuation theorem for moderately interacting diffusion processes}, url = {http://dx.doi.org/10.1007/BF00363518}, volume = 74, year = 1987 }