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The problem of finding symmetric informationally complete POVMs (SIC-POVMs) has been solved numerically for all dimensions $d$ up to 67 (A.J.
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D. M. Appleby · 2007
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Symmetric informationally-complete quantum states as analogues to orthonormal bases and minimum-uncertainty states
D. M. Appleby, H. Bui Dang, and C. A. Fuchs · 2007
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Squeezing quantum information through a classical channel: Measuring the “quantumness” of a set of quantum states
C. A. Fuchs and M. Sasaki · 2003
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Symmetric informationally complete quantum measurements
J. M. Renes, R. Blume-Kohout, A. J. Scott, and C. M. Caves · 2004
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On SIC-POVMs and MUBs in Dimension 6
M. Grassl · 2004
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Symmetric informationally complete-positive operator valued measures and the extended Clifford group
D. M. Appleby · 2005
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About SIC-POVMs and discrete Wigner distributions
S. Colin, J. Corbett, T. Durt, and D. Gross · 2005
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http://www.tandar.cnea.gov.ar/~ermann/sicpovm/
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Geometry of quantum states
I. Bengtsson and K. Zyczkowski · 2008
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SIC-POVMS and MUBS: geometrical relationships in prime dimension
D. M. Appleby · 2009
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Exact and approximate unitary 2-designs and their application to fidelity estimation
Christoph Dankert, Richard Cleve, Joseph Emerson, and Etera Livine · 2009
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SIC-POVMs: A new computer study
A. J. Scott and M. Grassl · 2010
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Experimental characterization of qutrits using symmetric informationally complete positive operator-valued measurements
Z. E. D. Medendorp, F. A. Torres-Ruiz, L. K. Shalm, G. N. M. Tabia, C. A. Fuchs, and A. M. Steinberg · 2011
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