| 单词 | tensor product |
| 释义 | tensor product More naturally, V ⊗ W may be defined without reference to bases, as the dual space of the space of bilinear maps B: V × W → F via (v ⊗ w)(B) = B(v,w). Further, Hom(V,W) is then isomorphic to V ⊗ W via (f ⊗ w)(v) = f(v)w. |
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