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Unformatted text preview: 1) Norm and Dot product of Vectors. 2) General Vector Spaces. 3) Subspaces Pages: 126 – 137 Pages: 203 – 210 Pages: 211  221 5th Week 1) Linear dependence and Independence . 2) Basis and Dimension . Pages: 221  230 Pages: 231  245 6th Week 1) MidTerm 2) Row Spac e, Column Space , and Null Space . 3) Rank and Nullity. Pages: 246  259 Pages: 259  273 7th Week 1) Inner Product Spaces. 2) Orthonormal Bases; Gram – Schmidt Process. 3) Orthogonal Matrices (an introduction ). Pages: 275  297 Pages: 298  311 Pages: 320  330 8th Week 1) Eigenvalues and Eigenvectors 2) Diagonalization . 3) Orthogonal Diagonalization. Pages: 337  346 Pages: 347  356 Pages: 357  363 9th Week 1) Introduction to Linear Transformations. 2) Kernel and Range. Pages: 365  375 Pages: 376  382 10th Week Inverse Linear Transformations (an introduction). Pages: 382  389 Grading: 40% Final. 30% Midterm. 30% Quizzes....
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 Spring '08
 Jung
 Math, Calculus, Linear Algebra, Algebra, Linear Equations, Lahore University of Management Sciences, Dr. Wasiq Hussain

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