Kolmogorov-Arnold Networks (KANs) are being used in deep learning applications in computational physics.
Physics-informed Kolmogorov-Arnold PointNet (PI-KAN-PointNet) allows simultaneous solution of an inverse problem over multiple irregular geometries in a single training run.
PI-KAN-PointNet provides more accurate predictions compared to physics-informed PointNet with MLPs.
Combining KAN and MLP in constructing a physics-informed PointNet leads to the optimal configuration.