The use of differential equations in optimization
A new approach for unconstrained optimization of a function f(x) has been investigated. The method is based on solving the differential equation dx/dt = ± ∇f(x) which defines orthogonal trajectories in Rⁿ-space. A number of numerical integration techniques have been used for solving the above differ...
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| Format: | Default Thesis |
| Published: |
1981
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| Online Access: | https://hdl.handle.net/2134/22089 |
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