Complexity of Approximating Holder Classes from Information with Varying Gaussian Noise

Explore the intricacies of approximating Holder classes in a 35-minute conference talk presented at the 51st Conference on Applications of Mathematics. Delve into the complexities introduced by varying Gaussian noise in information processing as Leszek Plaskota from the Institute of Applied Mathematics and Mechanics at the University of Warsaw's Faculty of Mathematics, Informatics, and Mechanics shares insights on this challenging mathematical problem. Gain a deeper understanding of the computational challenges and theoretical considerations involved in approximating Holder classes under these dynamic noise conditions.

Complexity of approximating Holder classes from in-formation with varying Gaussian noise