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Lets say I have a vectorspace in Rn, that is called V.

V = span{v1,v2,..... vk}

Is it then possible to create an m*n matrix A, whose kernel is V.

That is Ax = 0, x is a sollution if and only if x is an element of V.

Also if this is possible, I imagine that k may not b equal to m?

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# Write the subspace spanned by vectors as a kernel of a matrix.

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