Consider an anti-symmetric $(0, 2)$ tensor $B_{ij} = −B_{ji}$ in 3D space. Show that any such tensor is completely characterized by a vector
Please help me on this!
Consider an anti-symmetric $(0, 2)$ tensor $B_{ij} = −B_{ji}$ in 3D space. Show that any such tensor is completely characterized by a vector
Please help me on this!
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