Joseph W. Iverson

activity

20172025

most citedQuantum structures from association schemes

4 citations · 7 across the 7 of their papers we have counts for

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math.MG2025

Asymmetric SICs over finite fields

Joseph W. Iverson, Dustin G. Mixon

Zauner's conjecture concerns the existence of $d^{2}$ equiangular lines in $C^{d}$ ; such a system of lines is known as a SIC. In this paper, we construct infinitely many new S…

math.MG2024

More on the optimal arrangement of $2 d$ lines in $C^{d}$

Joseph W. Iverson, John Jasper, Dustin G. Mixon

We introduce a new infinite family of $d \times 2 d$ equiangular tight frames. Many matrices in this family consist of two $d \times d$ circulant blocks. We conjecture that such equia…

math.MG2020

Frames over finite fields: Basic theory and equiangular lines in unitary geometry

Gary R. W. Greaves, Joseph W. Iverson, John Jasper +1

We introduce the study of frames and equiangular lines in classical geometries over finite fields. After developing the basic theory, we give several examples and demonstrate finit…

Asymmetric SICs over finite fields

More on the optimal arrangement of 2d lines in Cd

Frames over finite fields: Basic theory and equiangular lines in unitary geometry

More on the optimal arrangement of $2 d$ lines in $C^{d}$