Normal Function
A Square Integrable function 
is said to be normal if
However, the Normal Distribution Function is also sometimes called ``the normal function.''See also Normal Distribution Function, Square Integrable
References
Sansone, G. Orthogonal Functions, rev. English ed. New York: Dover, p. 6, 1991.
- Cauchy-Riemann Equations
- Cauchy Root Test
- Cauchy-Schwarz Integral Inequality
- Cauchy-Schwarz Sum Inequality
- Cauchy's Cosine Integral Formula
- Cauchy Sequence
- Cauchy's Formula
- Cauchy's Rigidity Theorem
- Cauchy Test
- Caustic
- Cavalieri's Principle
- Cayley Algebra
- Cayley-Bacharach Theorem
- Cayley Cubic
- Cayley Graph
- Cayley-Hamilton Theorem
- Cayleyian Curve
- Cayley-Klein-Hilbert Metric
- Cayley-Klein Parameters
- Cayley Number
- Cayley's Group Theorem
- Cayley's Hypergeometric Function Theorem
- Cayley's Ruled Surface
- Cayley's Sextic
- Cayley's Sextic Evolute