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How are vector spaces viewed as universal algebras?
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Please help me on this question about vector spaces?
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Are C and R^2 isomorphic as vector spaces?
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Show that union of two sub spaces W1 and W2 of a vector space V is a sub space of V if and only if:?
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Determine if these are vector spaces?
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Geometry: Is geometric inversion in the complex plane curl-free when viewed as a vector field, ? If so, what is the potential function of the gradient?
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