Excision Axiom
One of the Eilenberg-Steenrod Axioms which states that, if 
is a Space with Subspaces
and 
such that the Closure of is contained in the interior of , then the Inclusion Map 
induces an isomorphism 
.
- Compact Set
- Compact Space
- Compact Surface
- Companion Knot
- Comparability Graph
- Comparison Test
- Compass
- Compatible
- Complementary Angle
- Complement Graph
- Complement Knot
- Complement Set
- Complete
- Complete Axiomatic Theory
- Complete Bigraph
- Complete Bipartite Graph
- Complete Functions
- Complete Graph
- Complete k-Partite Graph
- Completely Regular Graph
- Complete Metric Space
- Completeness Property
- Complete Permutation
- Complete Quadrangle
- Complete Quadrilateral