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<\/a><\/p>\nhttps:\/\/fgmarcelis.wordpress.com<\/a><\/p>\n http:\/\/members.home.nl\/fg.marcelis\/<\/a><\/p>\n Really cool analysis of E8 geometry. I would love to collaborate, but can’t seem to find any contact info. If anyone knows him or can contact him, let me know.<\/p>\n I found his ’79-’81 Masters Thesis “Collectieve beweging in atoomkernen” from tue.nl<\/a><\/p>\n He co-authored a paper\u00a0B. J. Verhaar, J. de Kam, A. M. Schulte, F. Marcelis: Simplified description of y vibrations in permanently deformed nuclei. Phys. Rev. C18 (1978) 523<\/a>.<\/p>\n and see he participated in the\u00a0HISPARC collaboration<\/a>.<\/p>\n <\/p>\n Some of my work that may support his is shown in this post<\/a>, which shows how there are 10 self dual 24 cells in 2 sets of 5 (one for each H4 600 cell within E8). These are broken down by dual 16 vertex 8-cells and 8 vertex 16 cells. Marcelis creates a set of 14 8-cells (224 vertices) plus a basis of 16 vertices.<\/p>\n I replicate some of his work below using my Mathematica demonstration code as a base. When clicking a given vertex in my tool, it generates the edges to the 56 nearest vertices to that clicked vertex (as measured in all 8 dimensions). These are indeed the same vertices as those that intersect the rings of E8 Petrie Projection after translation to the clicked point.<\/p>\n Ring intersections that complement\u00a0the 240 E8 vertices from 3{3}3{4}2. This is like clicking every 5th vertex (6) on the inner ring of E8 Petrie Projection.<\/p>\n Vertices from 3{3}3{4}2<\/p>\n Inner 3{4}3<\/p>\n 6 Outer 3{3}3<\/p>\n https:\/\/fgmarcelis.wordpress.com http:\/\/members.home.nl\/fg.marcelis\/ Really cool analysis of E8 geometry. I would love to collaborate, but can’t seem to find any contact info. If anyone knows him or can contact him, let me know. I found his ’79-’81 Masters Thesis “Collectieve beweging in atoomkernen” from tue.nl He co-authored a paper\u00a0B. J. Verhaar, J. de Kam, A. … Continue reading The work of Frans G. Marcelis<\/span> <\/a><\/p>\n<\/a><\/p>\n<\/a><\/p>\n<\/a><\/p>\n<\/a><\/p>\n<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"