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Kernel

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Definition
LinearAlgebra

Given the linear map T∈L(V,W)T\in\mathscr{L}(V,W), we define the kernel of TT to be Ker(T):={v∈V∣T(v)=0}\text{Ker}(T):=\{v\in V|T(v)=0\}

We can think of the kernel as the set of elements in the input set that map to the 0 vector.

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