Tetrahedral Group
The Point Group of symmetries of the Tetrahedron, denoted 
. The tetrahedral group hassymmetry operations 
, 
, 
, 
, and 
(Cotton 1990).
References
Cotton, F. A. Chemical Applications of Group Theory, 3rd ed. New York: Wiley, p. 47, 1990. Lomont, J. S. ``Icosahedral Group.'' §3.10.C in Applications of Finite Groups. New York: Dover, p. 81, 1987.
- Boolean Ring
- Boole's Inequality
- Borchardt-Pfaff Algorithm
- Border Square
- Bordism
- Bordism Group
- Borel-Cantelli Lemma
- Borel Determinacy Theorem
- Borel Measure
- Borel Probability Measure
- Borel Set
- Borel's Expansion
- Borel Sigma Algebra
- Borel Space
- Borromean Rings
- Borrow
- Borsuk's Conjecture
- Borwein Conjectures
- Bouligand Dimension
- Bound
- Boundary
- Boundary Conditions
- Boundary Map
- Boundary Point
- Boundary Set