Geodesic
From Feynman's triangle to Feynman's tetrahedra
The Teaching of Mathematics, XXVIII (2025) no. 2, p. 107

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We investigate a natural extension of so called planar $t$-Feynman configurations, referring to triangles, to three dimensional $t$-Feynman configurations, referring to tetrahedra. Our main result extends to three dimensions the well-known Routh's formula for planar $t$-Feynman configurations.
DOI : 10.57016/TM-WAEZ1235
Classification : 97G40, G44
Keywords: Feynman's triangle, Feynman's tetrahedra, Euclidean geometry, integer sequences. 
Silvano Rossetto; Giovanni Vincenzi. From Feynman's triangle to Feynman's tetrahedra. The Teaching of Mathematics, XXVIII (2025) no. 2, p. 107 . doi: 10.57016/TM-WAEZ1235
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