Definition 13.1.16 (Affine Map).label A map $T:\R^{n}\to\R^{m}$ is affine if $T(x)=L(x)+b$ for a linear map $L:\R^{n}\to\R^{m}$ and a fixed vector $b\in\R^{m}$
Definition 13.1.16 (Affine Map).label A map $T:\R^{n}\to\R^{m}$ is affine if $T(x)=L(x)+b$ for a linear map $L:\R^{n}\to\R^{m}$ and a fixed vector $b\in\R^{m}$
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