Hoehn's Theorem
A geometric theorem related to the Pentagram and also called the Pratt-Kasapi Theorem.
In general, it is also true that
This type of identity was generalized to other figures in the plane and their duals by Pinkernell (1996).
References
Chou, S. C. Mechanical Geometry Theorem Proving. Dordrecht, Netherlands: Reidel, 1987. Grünbaum, B. and Shepard, G. C. ``Ceva, Menelaus, and the Area Principle.'' Math. Mag. 68, 254-268, 1995. Hoehn, L. ``A Menelaus-Type Theorem for the Pentagram.'' Math. Mag. 68, 254-268, 1995. Pinkernell, G. M. ``Identities on Point-Line Figures in the Euclidean Plane.'' Math. Mag. 69, 377-383, 1996.
- Brun's Constant
- Brun's Sum
- Brun's Theorem
- Brute Force Factorization
- B-Spline
- B-Tree
- Bubble
- Buchberger's Algorithm
- Buckminster Fuller Dome
- Buffon-Laplace Needle Problem
- Buffon's Needle Problem
- Bulirsch-Stoer Algorithm
- Bullet Nose
- Bumping Algorithm
- Bundle
- Burau Representation
- Burkhardt Quartic
- Burnside Problem
- Burnside's Conjecture
- Burnside's Lemma
- Busemann-Petty Problem
- Busy Beaver
- Small Multiple Method
- Small Number
- Small Retrosnub Icosicosidodecahedron