Megson, Graham M. (1991) A systolic Broyden algorithm. In: Second International Specialist Seminar on the Design and Application of Parallel Digital Processors, 15-19 April, 1991, venue The Gulbenkian Foundation, Lisbon, Portugal. Institution of Electrical Engineers, London, pp. 127-131. ISBN 0852965192
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A systolic array for solving nonlinear systems of equations using the Quasi-Newton Broyden algorithm is proposed. The design is based on the idea of reducing a single iteration of the method to a number of Schur complements which can be pipelined on a number of Faddeev arrays. The algorithm requires O(n2) cells for a system of n nonlinear equations in n unknowns and a single iteration of the method requires 6n+5 steps. The input and output formats of the array are identical allowing the start and end of consecutive iterations to be overlapped and pipelined.
|Item Type:||Book Section|
|Uncontrolled Keywords:||Computational complexity, nonlinear equations, parallel algorithms, systolic arrays, Broyden algorithm, Faddeev arrays, Quasi-Newton Broyden algorithm, Schur complements, nonlinear systems of equations, systolic array|
|Research Community:||University of Westminster > Electronics and Computer Science, School of|
|Deposited On:||28 Jan 2009 15:57|
|Last Modified:||19 Oct 2009 16:25|
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