• Fields, complex numbers, Polynomials. Systems of linear equations and matrices. Gauss elimination. Determinats. Vector spaces, spanning sets, linear independence. Basis and dimension. The rank of a matrix. Invertible matrices. linear transformation, the kernel and the image of a linear transformation. Marix representation of a linear operator and change of basis. Similar matrices. Eigenvalues, eigenvectors. Diagonizable matrices.

  • 23-24 Winter

23-24 Winter