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LECTURES IN BASIC COMPUTATIONAL NUMERICAL ANALYSIS

LECTURES IN BASIC COMPUTATIONAL NUMERICAL ANALYSIS

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In the case of Euclidean spaces, we can define another useful object related to the Euclidean norm, the inner product (often called the “dot product” when applied to finite-dimensional vectors). Definition 1.3 Let S be a N-dimensional Euclidean space with v,w ∈ S. Then hv,wi ≡ XN i=1 viwi (1.4) is called the inner product.

  Dimensional, Euclidean, Dimensional euclidean

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