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Optimization algorithms are search methods, where the goal is to nd a solution to an optimization problem, such that a given quantity is optimized, possibly subject to a set of constraints Although this de nition is simple, it hides a number of complex issues For example, the solution may consist of a combination of di erent data types, nonlinear constraints may restrict the search area, the search space can be convoluted with many candidate solutions, the characteristics of the problem may change over time, or the quantity being optimized may have con icting objectives This is just a short list of issues, given to illustrate some of the complexities an optimization algorithm may have to face This chapter provides a crisp summary of these issues, and characterizes di erent problem types Section A1 summarizes the main ingredients of optimization problems A classi cation of optimization problems is given in Section A2 Section A3 discusses optima types A list of optimization method classes is provided in Section A4 Unconstrained optimization problems are de ned and discussed in Section A5, constrained optimization in Section A6, multi-solution problems in Section A7, multi-objective problems in Section A8, and dynamic environments in Section A9 visual basic 2010 barcode generator Barcode generation and printing - MSDN - Microsoft
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