Normed Vector Spaces
By a vector space (over the real numbers) we shall mean a set E, together with an association (v, w) ↦ v + w of pairs of elements of E into E, and another association (x, v) ↦ xv of R × E into E, satisfying the following properties:
KeywordsVector Space Scalar Product Distance Function Euclidean Norm Open Ball
Unable to display preview. Download preview PDF.