Fractional Differential Equation
The solution to the differential equation
is
where
 |  |  | |
 | |  |
is the Et-Function, and 
is the Gamma Function.
References
Miller, K. S. ``Derivatives of Noninteger Order.'' Math. Mag. 68, 183-192, 1995.
- Pole (Geometry)
- Pole (Origin)
- Policeman on Point Duty Curve
- Polignac's Conjecture
- Polish Space
- Pollaczek Polynomial
- Pollard Monte Carlo Factorization Method
- Pollard p-1 Factorization Method
- Pollard Rho Factorization Method
- Poloidal Field
- Polyabolo
- Polyconic Projection
- Polycube
- Polydisk
- Polygamma Function
- Polygenic Function
- Polygon
- Polygonal Knot
- Polygonal Number
- Polygonal Spiral
- Polygon Circumscribing Constant
- Polygon Construction
- Polygon Division Problem
- Polygon Fractal
- Polygon Inscribing Constant