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Concept
Bijective Function
A
bijective function
is a
mathematical function
that is both injective (one-to-one) and surjective (onto), meaning each element of the function's domain maps to a
unique element
of its codomain, and every element of the codomain is mapped by some element of the domain. This property ensures that a
bijective function
has an
inverse function
, which uniquely reverses the
mapping process
.
Relevant Degrees
Mathematical Logic and Foundations 60%
Algebra 40%
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