Category:Real Functions

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This category contains results about Real Functions.
Definitions specific to this category can be found in Definitions/Real Functions.

A real function is a mapping or function whose domain and codomain are subsets of the set of real numbers $\R$.

Subcategories

This category has the following 15 subcategories, out of 15 total.

C

Concave Real Functions‎ (1 C, 18 P)
Continuity‎ (21 C, 21 P)
Continuous Real Functions‎ (17 C, 46 P)
Convex Real Functions‎ (4 C, 28 P)

D

Decreasing Real Functions‎ (empty)

E

Equicontinuous Real Functions‎ (empty)
Examples of Multifunctions‎ (2 P)
Examples of Real Functions‎ (21 P)
Examples of Real Multivariable Functions‎ (1 P)
Explicit Functions‎ (1 C)

G

Graphs of Mappings‎ (4 P)

L

Linear Real Functions‎ (2 C, 7 P)

M

Monotone Real Functions‎ (4 C, 10 P)

R

Real Function is Expressible as Sum of Even Function and Odd Function‎ (3 P)
Real Polynomial Functions‎ (1 C, 4 P)

Pages in category "Real Functions"

The following 11 pages are in this category, out of 11 total.

D

Domain of Real Square Root Function

G

I

O

Odd Power Function is Surjective

R

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