Matrix Algebra

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Following is the list of topics under Matrix Algebra which is prepared after detailed analysis of courses taught in multiple universities across the globe:

  • Approximation and Taylor Series
  • Constrained Optimization
  • Diagonalization and quadratic forms
  • Economic input-output models
  • Eigenvalues and Characteristic Polynomials
  • Functions of matrices and differential equations
  • Hermann Grassmann and the Creation of Linear Algebra
  • Jacobi Method to find the eigen values of a matrix
  • Linear statistical models
  • Matrix Operations and Transformations
  • Modular Arithmetic and Hill Ciphers
  • Orthonormal Bases and QR Factorizations
  • Stage-Based Population Model