real function
A real function is a function
from a subset of to .
Without imposing extra conditions, there is really not much one can say about real
functions. Therefore, the usual procedure is to select some subclass of real
functions according to some criterion such as differentiability or integrability
and focus attention on this subclass. There follows a list of such criteria:
- •
- •
-
•
positive function, negative function
- •
| Title | real function |
|---|---|
| Canonical name | RealFunction |
| Date of creation | 2013-12-26 13:42:26 |
| Last modified on | 2013-12-26 13:42:26 |
| Owner | rspuzio (6075) |
| Last modified by | pahio (2872) |
| Numerical id | 9 |
| Author | rspuzio (2872) |
| Entry type | Topic |
| Classification | msc 26A99 |
| Related topic | RationalFunction |
| Related topic | ComplexFunction |