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kategorie
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Stochastic Programming

Mathematical framework for optimization under uncertainty using probability distributions to model uncertain parameters. It allows for making optimal decisions by considering multiple possible future scenarios.

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Monte Carlo Method

Computational technique based on random sampling to evaluate and optimize complex systems under uncertainty. It allows approximating solutions when analytical analysis is mathematically intractable.

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Scenario Analysis

Structured approach to evaluating optimization solutions through a set of possible future scenarios. It allows testing the robustness of solutions against different realizations of uncertain parameters.

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Robust Constraints

Formulation of optimization constraints that must be satisfied for all possible realizations of uncertain parameters within a given uncertainty set. They guarantee the feasibility of solutions even under the most unfavorable conditions.

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Min-Max Approach

Robust optimization strategy that minimizes the maximum possible loss or maximizes the minimum guaranteed gain. It is particularly used in adversarial or highly uncertain environments.

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Stochastic Simulation

Process of modeling and numerically experimenting with systems containing random elements to evaluate their behavior under different conditions. It allows estimating the performance distributions of optimization solutions.

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Distributionally Robust Optimization

Extension of robust optimization that considers uncertainty about the probability distribution itself rather than just the parameters. It guarantees optimal performance against a set of possible distributions.

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Stochastic Metaheuristics

Optimization algorithms inspired by nature or physical processes that incorporate random components to explore the search space. They are particularly effective for complex combinatorial optimization problems.

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Multi-Armed Bandits

Sequential optimization problem exploring the trade-off between exploitation and exploration in an uncertain environment. It models situations where decisions must be made with partial information about future rewards.

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Stochastic Approximation

Iterative method for finding roots or optima of functions when only a noisy measurement of the function is available. It is fundamental in machine learning and online optimization.

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Stochastic Multi-objective Optimization

Extension of multi-objective optimization that considers uncertainty in objectives or constraints. It seeks to identify efficient solutions for multiple conflicting objectives in an uncertain environment.

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Uncertainty Set

Mathematical representation of all possible realizations of uncertain parameters in a robust optimization problem. Its precise definition determines the level of conservatism of the obtained robust solution.

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Scenario Programming

Stochastic programming approach that discretizes uncertainty into a finite number of scenarios with their associated probabilities. It transforms a stochastic problem into an equivalent large-scale deterministic problem.

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Probabilistic Robustness

Performance measure quantifying the probability that a solution remains feasible or satisfies certain performance criteria in the face of uncertainty. It offers a compromise between absolute robustness and average performance.

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