CRAMéR-RAO BOUNDS FOR DIRECTION ESTIMATION IN THE PRESENCE OF CIRCULAR AND NONCIRULAR SIGNALS





Efficient and Memory Saving Method Based on Pseudoskeleton Approximation for Analysis of Finite Periodic Structures

An efficient and memory saving method based on pseudoskeleton approximation (PSA) caramilk latte is presented for the effective and accurate analysis of finite periodic structures.Different from the macro basis function analysis model, our proposed method uses the formulations derived by the local Rao-Wilton-Glisson basis functions.PSA is not only

read more