Fox's H-Function
A very general function defined by
where 
, 
, 
, and 
are Complex Numbers suchthat the pole of 
for 
, 2, ..., 
coincides with any Pole of 
for , 2, ..., 
. In addition 
, is a Contour in the complex 
-plane from 
to
such that 
and 
lie to the right and left of , respectively.
References
Carter, B. D. and Springer, M. D. ``The Distribution of Products, Quotients, and Powers of Independent Fox, C. ``The 
-Functions.'' SIAM J. Appl. Math. 33, 542-558, 1977.
and -Functions as Symmetrical Fourier Kernels.'' Trans. Amer. Math. Soc. 98, 395-429, 1961.
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- MacRobert's E-Function
- Madelung Constants
- Maeder's Owl Minimal Surface
- Maehly's Procedure
- Magic Circles
- Magic Constant
- Magic Cube
- Magic Geometric Constants
- Magic Graph
- Magic Hexagon
- Magic Labeling
- Magic Number
- Magic Series
- Magic Square
- Magic Star
- Magic Tour
- Mahler-Lech Theorem
- Mahler's Measure
- Mainardi-Codazzi Equations
- Majorant
- Major Axis
- Major Triangle Center
- Makeham Curve
- Malfatti Circles