Print Email Facebook Twitter Vector-valued harmonic analysis with applications to SPDE Title Vector-valued harmonic analysis with applications to SPDE Author Lorist, E. (TU Delft Analysis) Contributor Veraar, M.C. (promotor) van Neerven, J.M.A.M. (copromotor) Degree granting institution Delft University of Technology Date 2021-03-22 Abstract In this dissertation we develop vector-valued harmonic analysis methods. Particular emphasis is put on the study of stochastic singular integral operators, which arise naturally in the study of SPDE. Subject Sparse dominationMuckenhoupt weightHardy–Littlewood maximal operatorSpace of homogeneous typeSPDESingular stochastic integral operatorStochastic maximal regularityUMD Banach spaceBanach function spaceFactorizationTensor extensionFourier multiplier To reference this document use: https://doi.org/10.4233/uuid:c3b05a34-b399-481c-838a-f123ea614f42 ISBN 978-94-6421-244-0 Part of collection Institutional Repository Document type doctoral thesis Rights © 2021 E. Lorist Files PDF Dissertation_Emiel_Lorist.pdf 2.05 MB Close viewer /islandora/object/uuid:c3b05a34-b399-481c-838a-f123ea614f42/datastream/OBJ/view