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understanding of and insight into the most common numerical methods in use, including how and why they work and their strengths and limitations. This will come through discussion of the methods and their underlying theory together with practical computations. Topics include error analysis, iteration and convergence, stability; systems of linear equations; matrix eigenvalue and eigenvector problems; roots of non-linear equations; interpolation and approximation; numerical integration and differentiation; ordinary differential equations. Assessment is by assignments and final examination. Prerequisites: M261 Mathematical Methods I or A208 Mathematical Modelling. Programmes for which this course is required or in which it can be included: | |||||||||||||||||||
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Murdoch University is a member of WADEC (the Western Australian Distance Education Consortium). Copyright in all external mode course materials is held by Murdoch University and enquiries regarding access to, or purchase of, materials should be addressed in the first instance to the Director of External Studies, Murdoch University. | |||||||||||||||||||
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070305 ALGEBRA AND NUMBER THEORY | ||||||||||||||||||
Date: | 21 December 1995 bb
Source: 1996 Handbook & Calendar |
© 1999 International Centre for Distance Learning, The Open University