Large sets of complex and real equiangular lines
Jonathan Jedwab, Amy Wiebe
TL;DR
This paper constructs large sets of equiangular lines using mutually unbiased bases over complex and real numbers, advancing the understanding of their configurations.
Contribution
It introduces new methods to construct large equiangular line sets from mutually unbiased bases in both complex and real spaces.
Findings
Construction of large equiangular line sets
Use of mutually unbiased bases in the construction
Applicable to both complex and real spaces
Abstract
Large sets of equiangular lines are constructed from sets of mutually unbiased bases, over both the complex and the real numbers.
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Taxonomy
TopicsMathematical Approximation and Integration · Digital Image Processing Techniques · Matrix Theory and Algorithms