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Definition (Injective)
A function f:X→Yf:X\to Yf:X→Y is injective or one-to-one if whenever x,y∈Xx,y\in Xx,y∈X are such that f(x)=f(y)f(x)=f(y)f(x)=f(y), then x=yx=yx=y.
Bijective
Kernel
Linear Map
Rank
Hilbert Space
Nonsingular Code
Uniquely Decodable