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Euclidean vector
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==See also== {{Div col|colwidth=25em}} * [[Affine space]], which distinguishes between vectors and [[Point (geometry)|points]] * [[Banach space]] * [[Clifford algebra]] * [[Complex number]] * [[Coordinate system]] * [[Covariance and contravariance of vectors]] * [[Four-vector]], a non-Euclidean vector in Minkowski space (i.e. four-dimensional spacetime), important in [[theory of relativity|relativity]] * [[Function space]] * [[Grassmann]]'s ''Ausdehnungslehre'' * [[Hilbert space]] * [[Normal vector]] * [[Null vector]] * [[Parity (physics)]] * [[Position (geometry)]] * [[Pseudovector]] * [[Quaternion]] * [[Tangential and normal components]] (of a vector) * [[Tensor]] * [[Unit vector]] * [[Vector bundle]] * [[Vector calculus]] * [[Vector notation]] * [[Vector-valued function]] {{div col end}}
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