BIRS Workshop Lecture Videos
Applications of $\gamma$-radonifying operators in (stochastic) analysis Veraar, Mark
Since the 60's $\gamma$-radonifying operators have been used in connection to Gaussian measures on Banach spaces. In recent years $\gamma$-radonifying operators play an important role in several subfields of (stochastic) analysis, usually when extending results from finite dimensions to infinite dimensions. For example this has played a major role in: harmonic analysis, functional calculus, control theory, stochastic integration theory, Malliavin calculus. In the talk I will give an overview on this and mention several recent results.
Item Citations and Data
Attribution-NonCommercial-NoDerivatives 4.0 International