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A function f:XāYf:X\to Yf:XāY is called surjective or onto if, for every yāYy\in YyāY, there is an element xāXx\in XxāX such that f(x)=yf(x)=yf(x)=y. In other words Im(f)=YIm(f)=YIm(f)=Y.
Bijective
Dimensionality & Linear Maps
Injectivity, surjectivity, and isomorphism are equivalent when Dimension is the Same