Simplex Meets Pascal’s Triangle
30:11–31:11 · 60s
Counting vertices, edges, and faces of a tetrahedron maps exactly to a row of Pascal’s triangle, exposing a deep algebra-geometry unity.
30:11–31:11 · 60s
Counting vertices, edges, and faces of a tetrahedron maps exactly to a row of Pascal’s triangle, exposing a deep algebra-geometry unity.
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