Category:Definitions/Real Functions

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This category contains definitions related to Real Functions.
Related results can be found in Category: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 23 subcategories, out of 23 total.

C

Definitions/Cantor Function (3 P)
Definitions/Concave Real Functions (15 P)
Definitions/Continuity (18 C, 39 P)
Definitions/Continuous Real Functions (4 C, 38 P)
Definitions/Convex Real Functions (21 P)

D

Definitions/Decreasing Real Functions (3 P)

E

Definitions/Equicontinuous Real Functions (1 P)
Definitions/Explicit Functions (1 P)
Definitions/Extreme Values of Real Functions (2 C, 4 P)
Definitions/Extreme Values of Series (2 P)

G

Definitions/Graphs of Mappings (3 C, 5 P)

I

L

Definitions/Lagrange's Method of Multipliers (8 P)
Definitions/Linear Real Functions (1 P)

M

Definitions/Maximum Value of Real Function (2 C, 7 P)
Definitions/Monotone Real Functions (3 C, 9 P)

O

Definitions/Orders of Contact (1 P)

R

Definitions/Ranges of Real Functions (2 P)
Definitions/Rational Functions (9 P)
Definitions/Real Polynomial Functions (3 P)

S

Pages in category "Definitions/Real Functions"

The following 66 pages are in this category, out of 66 total.

C

D

E

F

G

I

L

M

O

Definition:Order of Contact

S

T

Definition:Truncated Real-Valued Function

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