2270-2
Spring 2010 Reading Schedule

Week 1, Jan 11-15 Section 1.1,1.2,1.3.
  Solving linear systems of equations.

Week 2, Jan 19-22 Sections 2.1,2.2,2.3.
  Print and read the first maple lab.
  Vector, dot product, vector space, linear transformation,
  inverse, geometry, matrix operations.

Week 3, Jan 25-29 Sections 2.4,3.1,3.2.
  Kernel, image, subspace, independence, basis, pivot theorem.

Week 4, Feb 1-5 Sections 3.3,3.4.
  Dimension. Coordinates.

Week 5, Feb 8-12 Sections 4.1,4.2.
  Vector space, linear transformation, isomorphism,
  matrix of a linear transformation.

Week 6, Feb 16-19 Sections 4.3,5.1,5.2.
  Orthonormal basis, Gram-Schmidt process, QR-factorization.

Week 7, Feb 22-26 Section 5.3.
  Read Ch 1-3, to prepare for Exam 1, on Thu Feb 25.
  Orthogonal transformation, projection, normal equations,
  near point theorem.

Week 8, Mar 1-5 Sections 5.4,5.5.
  Data fit, least squares, four fundamental subspaces,
  inner product, Fourier series.

Week 9, Mar 8-12 Sections 6.1,6.2,6.3,7.1.
  Determinant, adjugate formula, cofactor, 4 Rules,
  Cramer's rule. Discrete dynamical systems.

Week 10, Mar 15-19 Sections 7.1,7.2,7.3.
  Eigenanalysis, diagonalization.

Spring Break: Mar 20-28 Happy Holiday!

Week 11, Mar 29,30,31, Apr 1,2 Sections 7.4,7.5.
  Diagonalization, complex eigenvalues.

Week 12, Apr 5-9 Sections 7.6,8.1.
  Stability, Symmetric matrix, Quadratic form.

Week 13, Apr 12-16 Sections 8.2,8.3.
  Spectral theory. Quadratic forms. Singular value decomposition.
  Start Final Exam review ch 2 to 9.

Week 14, Apr 19-23 Sections 9.1,9.2.
  Read ch 4-7 to prepare for Exam 2, on Thu Apr 22.
  Dynamical systems. Linear differential equations.

Week 15, Apr 26,27,28 Section 9.3,
  Dynamical systems applications.

Week 16, Final Exam 6-8pm in JTB 130 on Tuesday May 4, 2010.