8 citations · 25 across the 9 of their papers we have counts for
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math.FA2016★ 8 cited
Toward the Classification of Biangular Harmonic Frames
Peter G. Casazza, Amineh Farzannia, John I. Haas +1
Equiangular tight frames (ETFs) and biangular tight frames (BTFs) - sets of unit vectors with basis-like properties whose pairwise absolute inner products admit exactly one or two…
math.FA2016★ 2 cited
Maximal Orthoplectic Fusion Frames from Mutually Unbiased Bases and Block Designs
Bernhard G. Bodmann, John I. Haas
The construction of optimal line packings in real or complex Euclidean spaces has shown to be a tantalizingly difficult task, because it includes the problem of finding maximal set…
math.FA2016★ 6 cited
On the rigidity of geometric and spectral properties of Grassmannian frames
Peter G. Casazza, John I. Haas
We study the rigidity properties of Grassmannian frames: basis-like sets of unit vectors that correspond to optimal Grassmannian line packings. It is known that Grassmannian frames…