We estimate the drift in the semilinear SPDE by approximation by space and time discretization.We study the asymptotic properties of the approximate maximum likelihood estimators and also the rates of convergence.We also study parameter estimation in controlled semilinear SPDE.
Johanna BertlGregory J. EwingCarolin KosiolAndreas FutschikM BeaumontW ZhangD BaldingM BeaumontJ.-M CornuetJ.-M MarinC RobertG BertorelleA BenazzoS MonaM BlumO FranoisM BlumM NunesD PrangleS SissonM CreelD KristensenK CsillryM BlumO GaggiottiO FranoisN De MaioC SchlttererC KosiolP De ValpineP DiggleR GrattonC DrovandiA PettittM FaddyE EhrlichA JasraN KantasG EwingJ HermissonP FearnheadD PrangleJ.-D FermanianB SalaniR GriffithsS TavarR GutenkunstR HernandezS WilliamsonC BustamanteW HrdleM MllerS SperlichA WerwatzK HegglandA FrigessiJ KingmanJ KingmanJ KingmanJ KingmanD LockeL HillierW WarrenK WorleyL NazarethD MuznyS.-P YangZ WangA ChinwallaP MinxX MaJ KellyK EilertsonS MusharoffJ DegenhardtA MartinsT VinarC KosiolA SiepelR GutenkunstC BustamanteP MarjoramS TavarT MckinleyA CookR DeardonL NaduvilezhathL RoseD MetzlerM NordborgJ PritchardM SeielstadA Perez-LezaunM FeldmanTeam CoreF RubioA JohansenP SadeghS SoubeyrandF CarpentierN DesassisJ ChadoeufJ SpallM StephensA TellierP PfaffelhuberB HauboldL NaduvilezhathL RoseT StdlerW StephanD MetzlerT ToniD WelchN StrelkowaA IpsenM StumpfM WandM Jones ; Chapman & Hall; WegmannC LeuenbergerL ExcoffierG WeissA HaeselerY Wu
Petre StoicaPeter HändelTorsten Söderström
Joachim DahlBernard H. FleuryLieven Vandenberghe