Tag Archives: Laplacian eigenvalues

Graph Theory and Interactions

In the second half of July, a LMS/EPSRC Durham Symposium was held on Graph Theory and Interactions. This was the 99th in the series, which began with a symposium on Global Riemanniam Geometry, organised by Michael Atiyah, in 1974. In … Continue reading

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LTCC intensive course this week

Linking two previous posts, here and here: The LTCC intensive on “Laplacian Eigenvalues and Optimality”, a pure maths/statistics crossover, takes place on Wednesday and Thursday this week, starting at 1pm on Wednesday, in the Rockefeller Building, Gower Street, London (opposite … Continue reading

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The ADE affair, 4

Here is a cautionary tale to show that not everything that looks like an instance of the ADE classification actually is so. When I first learned about optimal design in statistics, I was very excited to find that there are … Continue reading

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