Last week, the SIAM Conference on Applied Algebraic Geometry hosted a session on “Algebra, geometry, and combinatorics of subspace packings,” organized by Emily King and myself. Sadly, I wasn’t able to attend, but thankfully, most of the speakers gave me permission to post their slides on my blog. Here’s the lineup:
Emily King — Algebra, Geometry, and Combinatorics of Subspace Packings
Romanos Malikiosis — Group frames, full spark, and other topics
John Jasper — Equiangular tight frames from nonabelian groups
Gene Kopp — SIC-POVM existence and the Stark conjectures
Matt Fickus — Equiangular Tight Frames from Group Divisible Designs
Mark Magsino — A Delsarte-Style Proof of the Bukh–Cox Bound
Joey Iverson — Doubly transitive lines: Symmetry implies optimality
Gary Greaves — Equiangular lines in 
Fabricio Machado — 
Marcin Pawlowski — Using quantum information techniques to find the number of mutually unbiased bases in any given dimension
Frederic Matter — Detection of Ambiguities in Linear Arrays in Signal Processing
Clayton Shonkwiler — Symplectic Geometry and Frame Theory
Tom Needham — Symplectic Geometry, Optimization and Applications to Frame Theory
Hans Parshall — The optimal packing of eight points in
Bill Martin — Spherical configurations with few angles
Short, Fat Matrices 