Transitive Reduction
The transitive reduction of a binary Relation 
on a Set 
is the minimum relation 
on with thesame Transitive Closure as . Thus 
for any elements 
and 
of , provided that 
and thereexists no element 
of such that 
and 
.
- Momental Skewness
- Moment-Generating Function
- Monad
- Money-Changing Problem
- Monge-Ampère Differential Equation
- Monge Patch
- Monge's Chordal Theorem
- Monge's Form
- Monge's Problem
- Monge's Shuffle
- Monge's Theorem
- Monica Set
- Monic Polynomial
- Monkey and Coconut Problem
- Monkey Saddle
- Monochromatic Forced Triangle
- Monodromy
- Monodromy Group
- Monodromy Theorem
- Monogenic Function
- Monohedral Tiling
- Monoid
- Monomial
- Monomino
- Monomorph