Definition of intersection of subspaces

Created almost 9 years ago, updated about 8 hours ago

The intersection $\bigcap_iW_i$ consists of vectors belonging to every listed subspace. It is a subspace. For example, the intersection of coordinate planes $z=0$ and $y=0$ in $\mathbb R^3$ is the $x$-axis. An intersection differs from a union, which need not be a subspace.

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