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Define infeasibility

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Infeasibility in linear programming occurs when no solution satisfies all the constraints, resulting in an empty feasible region. This can happen due to conflicting constraints or overly restrictive limits, indicating that the model needs revision to represent a solvable scenario.

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Infeasibility in optimization refers to a situation where no solution exists that satisfies all given constraints of a problem. This means the constraints are contradictory or too restrictive, preventing any feasible solution from being found within the defined parameters.

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Infeasibility in optimization refers to a situation where no solution exists that satisfies all given constraints of a problem. This means the constraints are contradictory or too restrictive, preventing any feasible solution from being found within the defined parameters.

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