We have seen that linear transformations whose domain and codomain are vector spaces of columns vectors have a close relationship with matrices (Theorem MBLT, Theorem MLTCV). In this section, we will extend the relationship between matrices and linear transformations to the setting of linear transformations between abstract vector spaces.
- License
- GFDL-1.2
- Submitted At
- September 11th, 2017
- 7 years ago
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- English
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Equivalence theorem: the linear transformation given by T(x)=Ax has an inverse. math.la.t.equiv.lintrans.inv
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