Alternate Algebra
Let 
denote an 
-Algebra, so that is a Vector Space over 
and
 | (1) |
 | (2) |
is said to be alternate if, for all 
 | (3) |
 | (4) |
is assumed to be Bilinear.
References
Finch, S. ``Zero Structures in Real Algebras.'' http://www.mathsoft.com/asolve/zerodiv/zerodiv.html. Schafer, R. D. An Introduction to Non-Associative Algebras. New York: Dover, 1995.
- CW-Approximation Theorem
- CW-Complex
- Transfinite Diameter
- Transfinite Number
- Transform
- Transformation
- Transitive
- Transitive Closure
- Transitive Reduction
- Transitivity Class
- Translation
- Translation Relation
- Transpose
- Transpose Map
- Transposition
- Transposition Group
- Transposition Order
- Transversal Array
- Transversal Design
- Transversal Line
- Transylvania Lottery
- Trapdoor Function
- Trapezium
- Trapezohedron
- Trapezoid