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Vector

Vector

Dec 01, 20251 min read

  • zettel

Vector

A vector in Rn has n components. For example, a vector in R3 can be represented as:

u=​u1​u2​u3​​​∈R3

Related

  • Vector Operations
  • Zero Vector
  • Vector Span
  • Linear Combination
  • Length of a Vector

Graph View

  • Vector
  • Related

Backlinks

  • Linear Transformation
  • Vector Operations
  • Vector Addition
  • Vector Multiplication by Scalar
  • Linear Combination
  • Subspace
  • Vector Span
  • Forced Linear Dependence
  • Linear Algebra
  • Matrix Equation
  • Basis of Subspaces
  • Linear Coordinate System
  • Basis via Dimension
  • Dimension of a Subspace
  • Matrix - Rank
  • Matrix - Null Space
  • Eigenvectors and Eigenvalues
  • Inner Product of Vectors
  • Length of a Vector
  • Orthogonal Basis
  • Orthogonal Vectors
  • Orthogonal Projection
  • Gram-Schmidt Process (G.S)
  • Orthonormal Vectors
  • Normalized Vector
  • Singular Value Decomposition (SVD)
  • Orthonormal Basis

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