Function Mapping

Function Mapping. Its like a flow chart for a function, showing the input and output values A mapping diagram can be used to represent a relationship between input values and output values

Usually, Arrows or Lines are drawn between domain and range to denote the relation between two elements. A map of vector spaces is a linear function; A map of topological spaces is a continuous function; A map of smooth manifolds is a smooth function; A map of measurable spaces is a measurable function; A map of varieties is a morphism; A map of sets is any function; Note that I deliberately avoided the term "map" in the predicates here.

Mapping Of A Function

Function f from A to B is represented by f : A → B Let us see mapping diagram function and function mapping in a little more depth now Every element of Set A is associated with a unique element of Set B

Grammar as Functions. A mapping diagram consists of two parallel columns.. If A and B are two non-empty sets, then a relation' from set A to set B is said to be a function or mapping, or mapping function

. Every mapping is a relation but every relation may not be a mapping Mapping Diagram consists of two columns in which one denotes the domain of a function f whereas the other column denotes the Range