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Optimization Under Uncertainty

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Minimax Strategy

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Choose the decision that minimizes the maximum possible loss.

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Scenario Planning

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Use diverse scenarios to explore how different future states could affect outcomes.

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Robust Optimization

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Optimize for the best performance under the worst-case distribution of uncertain parameters.

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Info-gap Decision Theory

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Model and manage severe uncertainty that cannot be probabilistically quantified.

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Expected Value Criterion

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Select the decision with the highest expected value.

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Expected Utility Theory

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Make decisions to maximize expected utility, rather than expected monetary value.

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Real Options Approach

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Value flexibility to make future decisions that adapt to unfolding events.

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Maximax Strategy

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Choose the decision that maximizes the maximum possible gain.

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Adaptive Optimization

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Update the decision-making model as new information becomes available.

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Stochastic Optimization

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Incorporate randomness by using probability distributions to model uncertainties in the optimization problem.

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