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| CS 51500 - Numerical Linear Algebra |
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Credit Hours: 3.00. Direct and iterative solvers of dense and sparse linear systems of equations, numerical schemes for handling symmetric algebraic eigenvalue problems, and the singular-value decomposition and its applications in linear least squares problems.
3.000 Credit hours Syllabus Available Levels: Undergraduate, Graduate, Professional Schedule Types: Distance Learning, Lecture Offered By: College of Science Department: Computer Science Course Attributes: Upper Division May be offered at any of the following campuses: West Lafayette Continuing Ed Northwest- Westville Northwest- Hammond West Lafayette Learning Outcomes: 1. Become knowledgeable about major kernels and algorithms underlying matrix computations for dense and sparse matrices including linear systems of equation, symmetric eigenvalue problems, and the singular-value decomposition. 2. Be able to implement basic versions of these kernels and algorithms. 3. Learn about the difference between direct and iterative methods for linear systems. 4. Gain expertise in the design of iterative methods and preconditioning techniques for large-scale sparse linear systems. 5. Be able to implement eigenvalue and singular-value problem solvers. Restrictions: Must be enrolled in one of the following Levels: Graduate Prerequisites: GR-CS 51500 Requisites General Requirements: ( Student Attribute: GR May not be taken concurrently. ) or ( Rule: 1.: MA 51100 or 35300 ) MA 35300 Minimum Grade of D- May not be taken concurrently. MA 51100 Minimum Grade of D- May not be taken concurrently. End of rule 1. and Rule: 2.: CS 31400 or MA 26500 or 35100 for a total of 1 conditions CS 31400 Minimum Grade of D- May not be taken concurrently. MA 26500 Minimum Grade of D- May not be taken concurrently. MA 35000 Minimum Grade of D- May not be taken concurrently. MA 35100 Minimum Grade of D- May not be taken concurrently. End of rule 2. |
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