Given a basis for a n-dimensional vector space V, the coordinate map is a linear bijection between V and R^n; definition isomorphisms between vector spaces and isomorphic vector spaces.
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- August 25th, 2017
- 7 years ago
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Definition of isomorphism between vector spaces math.la.d.vsp.isomorphism
The coordinate vector/mapping relative to a given basis is a bijective linear mapping to R^n (or C^n). math.la.t.vsp.basis.coord.vector.arb
History
August 25th, 2017 7 years ago
Submitted by Petra Taylor
