MS054B Kernel Approximation Methods II
Main Organizer:
Dr.
Rüdiger Kempf
(
University Bayreuth
, Germany
)
Chaired by:
Dr. Rüdiger Kempf (University Bayreuth , Germany) , Dr. Helmut Harbrecht (University of Basel , Switzerland)
Dr. Rüdiger Kempf (University Bayreuth , Germany) , Dr. Helmut Harbrecht (University of Basel , Switzerland)
Scheduled presentations:
-
Keynote
Kernel Method for Parametric PDE with Many Parameters
-
Filtered Kernel Interpolation for the Approximation of Higher-Dimensional Periodic Functions with good lattice points
-
The dimension weighted fast multipole method for scattered data approximation
-
Physics-informed Gaussian processes for parametric partial differential equations
-
Product kernels are efficient and flexible tools for high-dimensional scattered data approximation
