MAS
3105
.01
Matrix Lienar Algebra
Summer
2004
, 4
credit hours
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| INSTRUCTOR | Dr.
Ram Mohapatra
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| OFFICE | MAP 211
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| OFFICE HOURS | 12.00-1.00pm (MTWRF)
or by appointment
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| PHONE | 407-823-5080
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| EMAIL | ramm@mail.ucf.edu
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| CLASS LOCATION | MAP 406
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| CLASS TIMES | 11:00 to 11:50 noon
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| TEXTBOOK | Elementary Linear Algebra and Matrices
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| by | R. Caron and F. Salzmann
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ATTENDANCE POLICY Regular attendance is necessary to do well in the class. However, there will be no attendance record. If you miss a class, it is your responsibility to find out what was covered during that class.
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HOMEWORK Homeworks will be assigned everyday in class. You should solve those problems and ask me your difficulties in class or in my office during the office hours. Homeworks will not be collected.
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TESTS There will be three tests and a comprehensive Final examination. All tests and the final examination will be of one class time duration. In addition to the tests there will be weekly quizzes. There will be no make up of the quizzes or tests. If you miss test for a valid reason (to be determined by the instructor) then the Final examination will be counted twice, for the missed test and the Final. Test 1: June 1, 2004 Test 2: June28, 2004 Test 3: July 19, 2004 Final: July 30, 2004
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GRADING POLICY Quizzes: 15% Tests: 3 x 20% |
GRADING SCALE |
| Average | Grade | | 90 - 100%
| A | | 80 - 89%
| B | | 70 - 79%
| C | | 60 - 69%
| D | | 0 - 59%
| F | |
IMPORTANT DATES Withdrawal deadline: June 18, 2004 Holidays Memorial Day: May 31, 2004 Independence Day: July 5, 2004
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TENTATIVE LIST OF TOPICS Chapters 1 through Chapter 6. Vectors, spans and vectors spaces; Matrices and Linear Equations; Determinants and Inverse of a matrix; Rank of a matrix, Basis of a vector space; linear systems; Eigen value problem; Eigenvectors, generalized eigenvectors, Canonical basis, Jordan form.
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