Families of unitary matrices achieving full diversity
Frederique Oggier, Emmanuel Lequeu

TL;DR
This paper introduces an algebraic method to construct families of unitary matrices from cyclic division algebras that achieve full diversity, enhancing the design of robust communication systems.
Contribution
It provides a novel algebraic construction of unitary matrices achieving full diversity using cyclic division algebras.
Findings
Constructed families of unitary matrices with full diversity
Demonstrated algebraic approach from cyclic division algebras
Potential applications in communication system design
Abstract
This paper presents an algebraic construction of families of unitary matrices that achieve full diversity. They are obtained as subsets of cyclic division algebras.
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