MATH 519/619 Optimization (Spring quarter 2005): project 1
Project 1 consists of reviewing a research paper with some optimisation content. You can either choose one paper from the list below or suggest me a paper yourselves. The project is due May 5 at the end of the class.
Your review should be 1-2 typed pages long and contain the following:
- A summary of the paper, no more than 1/3 of a page long.
- A brief description of the optimisation material in the paper, i.e., a statement of the optimisation problem and why it is necessary, and a description of the method applied to solve it.
- Your evaluation of the optimisation material in the paper in relation to what we have seen in the course. Here are some suggestions for questions to ask (not all may apply): is the problem constrained/unconstrained/smooth/line-search/trust-region...? If it uses a line search, does it satisfy the Wolfe (or other) conditions? Does the paper use a standard optimisation algorithm, or are there ad-hoc modifications, and if so what are the consequences? Are there better choices of algorithm (take into account ease of implementation, scalability wrt problem size, etc.)? What is the stopping condition or convergence criterion? Does the problem have a unique optimum? How important is the optimisation part in the paper's main objectives?
You don't need to read the papers in their entirety, just to get an idea of what they deal with, and then focus on the optimisation part.
The list of papers, classified by type:
Miguel A. Carreira-Perpinan
Last modified: Fri Nov 18 18:40:07 PST 2005
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