ASL STEM

One To One Function Sign Video

Upload On Thu Oct 23 2014 by ASL STEM

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Definition

A one-to-one function F: X -> Y is one with the property that if F(x) = F(z) then x = z. That is, for each member of y in Y there is at most one x in X such that F(x) = y.

Example

For example the function n^2 on the natural numbers is one-to-one.

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> Mathematics

> Discrete Mathematics

> One To One Function

+ Directed Tree *

+ Tree Traversal *

+ Preorder Traversal *

+ Postorder Traversal *

+ Bi Implication *

+ Propositional Variable *

+ Truth Assignment *

+ Propositional Logic *

+ Compound Proposition *

+ Disjunction *

+ Exclusive Or *

+ Implication *

+ Truth Table *

+ Predicate Logic *

+ Counterexample *

+ Logical Equivalence *

+ Quantification *

+ Contradiction *

+ Infinite Set *

+ Simple Path *

+ Contrapositive *

+ Universal Set *

+ One To One Correspondence *

+ Uncountable Set *

+ Arithmetic Progression *

+ Geometric Progression *

+ Countable Set *

+ Greatest Common Divisor *

+ Intersection *

+ Proper Subset *

+ Combinatorics *

+ Enumeration *

+ Partial Ordering *

+ Antisymmetric *

+ Total Ordering *

+ Incomparable *

+ Directed Graph *

+ Degree Of A Vertex *

+ In Degree Of A Vertex *

+ Out Degree Of A Vertex *

+ Bipartite Graph *

+ Isolated Vertex *

+ Regular Graph *

+ Connected Component *

+ Directed Path *

+ Strongly Connected Component *

+ Hamilton Path *

+ Planar Graph *

+ Adjacency Matrix *

+ Incidence Matrix *

+ Inorder Traversal *

+ Ordered Tree *

+ Spanning Tree *

+ Binary Tree *

+ Least Common Mulitple

+ Empty Set (Ã¸)

+ Identity Matrix *

+ Irreflexive *

- One To One Function

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