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  • Norm and length

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  • Definition of norm/length of a vector
  • Definition of unit vector
  • The inner product of a vector with itself is the square of its norm/length.
  • Definition of distance
  • The triangle inequality
  • The Cauchy–Schwarz inequality
  • Definition of length/norm of a vector
  • Definition of distance between vectors
  • The Cauchy-Schwarz inequality
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  1. Definition of unit vector

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  • Definition of norm/length of a vectorClose match
  • Definition of length/norm of a vectorClose match
  • Norm and lengthClose match
  • Definition of distanceClose match
  • The inner product of a vector with itself is the square of its norm/length.Close match
  • Definition of distance between vectorsRelated
  • Definition of parallel vectorsRelated
  • Definition of vectorRelated
  • Definition of equality of vectorsRelated
  • Definition of 0 vectorRelated
  • The 0 scalar multiplied by any vector equals the 0 vector.Related
  • Definition of unitary matrixRelated
  • Definition of vector additionRelated
  • The Cauchy-Schwarz inequalityRelated
  • The standard inner product of a vector with itself is non-negativeRelated
  • Definition of angle between vectorsRelated
  • The standard inner product of a vector with itself is 0 only for the 0 vectorRelated
  • The triangle inequalityRelated
  • Definition of orthogonal vectorsRelated
  • Definition of a vector being orthogonal to a subspaceRelated

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