Borel's Expansion
Let 
be any function for which the integral
converges. Then the expansion
where
is the Gamma Function, is usually an Asymptotic Series for 
.- Modulus (Elliptic Integral)
- Modulus (Quadratic Invariants)
- Modulus (Set)
- Moessner's Theorem
- Mohammed Sign
- Mollweide Projection
- Mollweide's Formulas
- Moment
- 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