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Matthew Kroeker, Average flat-size in complex-representable matroids
Matthew Kroeker, Average flat-size in complex-representable matroids
Melchior’s Inequality (1941) implies that, in a rank-3 real-representable matroid, the average number of points in a line is less than three. This was extended to the complex-representable matroids by Hirzebruch in 1983 with the slightly weaker bound of four. In this talk, we discuss and sketch the proof of the recent result that, in …