Abstract: Linear sparse arrays (coprime and nested arrays) have been studied extensively as a means of performing direction of arrival (DoA) estimation while bypassing Nyquist sampling theorem.
Two-Dimensional DOA Estimation for Incoherently Distributed Sources with Uniform Rectangular Arrays.
Aiming at the two-dimensional (2D) incoherently distributed (ID) sources, we explore a direction-of-arrival (DOA) estimation algorithm based on uniform rectangular arrays (URA). By means of Taylor ...
In this note we illustrate and develop further with mathematics and examples, the work on successive standardization (or normalization) that is studied earlier by the same authors in [1] and [2]. Thus ...
When the order of the operations influences the end result, the matrices are called “non-commutative.” In this case, the product Q1 x Q2 differs from the product Q2 x Q1.
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