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Complex Numbers - Bilkent University

Complex Numbers - Bilkent University

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2 product on Cn defined via (u,v) = uTv is an inner product, the naive dot product (u,v) = uTv is not. We can also define a dot product on function spaces such as the vector space V of all polynomials with complex coefficients by putting

  Number, Space, Complex, Vector, Complex number

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