Array Orthogonality in Higher Dimensions
Sam Blake, Andrew Tirkel
TL;DR
This paper extends the array orthogonality property to higher-dimensional arrays, enabling the construction of new perfect arrays with ideal autocorrelation properties in multiple dimensions.
Contribution
It introduces a generalized array orthogonality property for n-dimensional arrays and uses it to develop new perfect array constructions.
Findings
Generalization of array orthogonality to n-dimensions
New methods for constructing perfect arrays in higher dimensions
Potential applications in signal processing and communications
Abstract
We generalize the array orthogonality property for perfect autocorrelation sequences to -dimensional arrays. The generalized array orthogonality property is used to derive a number of -dimensional perfect array constructions.
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Taxonomy
Topicsgraph theory and CDMA systems · Antenna Design and Optimization · Cellular Automata and Applications