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workspace/06-optimization-algorithms/techreport-20100118-1.tex

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% write a summary sentence for each major section
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\section*{Abstract}
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This is the abstract. Consider writing a one sentence summary of each major section in the report.
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todo
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\begin{description}
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\item[Keywords:] {\small\texttt{Keywords, Go, Here}}
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\item[Keywords:] {\small\texttt{Clever, Algorithms, Unconventional, Optimization}}
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\end{description}
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% summarise the document breakdown with cross references
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\section{Introduction}
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\label{sec:introduction}
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This is the introduction. Consider summarizing the message of the document, then provide a breakdown of the sections of the document with cross references.
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% project
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\section{A Section}
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\label{sec:a_section}
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Write things!
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% report
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\subsection{A SubSection}
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Write more things!
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% breakdown
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% summarise the document message and areas for future consideration
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What do we need to know about this general class of algorithms: unconventional optimization
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nomenclature
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%
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% Black-Box Methods
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%
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\section{Black-Box Methods}
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\label{sec:black_box}
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They make little or few assumptions about the problem domain
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%
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% Randomness
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%
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\section{Randomness}
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The are stochastic processes.
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stochastic global optimization
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%
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% State Space
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%
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\section{State Space}
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The typically require the problem to be phrased as a search space which is traversed and sampled.
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We care about the size of moves, the patters of sampling and re-sampling, the number of samples managed.
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%
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% Induction
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%
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\section{Induction}
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The typically learn by doing (trial and error)
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generate, guess, revise
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%
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% No Free Lunch
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%
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\section{No Free Lunch}
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\label{sec:nfl}
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all the same across all problems with no prior info
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%
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% Problems
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%
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\section{Problems}
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\label{sec:problems}
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lots of hard problems
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a book out there has a summary of the general properties of problems to which these techniques are suited
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What types of computational problems are we solving with these algorithms?
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Give example classes for each, give canonical instances for each (all covered in this book)
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\subsection{Function Optimization}
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Generate a set of parameters (continuous) or something like a permutation (combinatorial).
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\subsection{Function Approximation}
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Generate a representation that produces outputs in the presence of inputs.
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%
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% Conclusions: summarise the document message and areas for future consideration
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%
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\section{Conclusions}
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\label{sec:conclusions}
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This is the conclusion. Consider summarizing the message of the document once again, and highlighting areas for future consideration.
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todo
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% bibliography
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\bibliographystyle{plain}

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