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0 9 UNCLRSSIFIEDVISCOSITY METHODS IN OPTIMAL CONTROL OF DISTRIBUTED Systems(U) LOYOLA UNIV OF CHICAGO IL DEPT OF MATHEMATICAL SCIENCES E N BARRON 15 RUG U7 FFOSRTR71927 RFOSR869202 F/O 12/4NEESE1/1 NLW11110 10LL\'I\'ll1.81111I1MICROCOPY
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To fill out methods for computing optimal, follow these steps:
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Identify the problem or task you need to solve using optimization techniques.
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Gather all relevant data and information required to calculate the optimal solution.
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Select the appropriate method or algorithm for computing the optimal solution based on the problem requirements.
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Implement the chosen method in a programming language or software.
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Input the gathered data into the method and execute the calculation.
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Analyze the obtained results and evaluate their optimality.
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If necessary, iterate or refine the method to improve the optimality of the results.
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Repeat the process until a satisfactory optimal solution is achieved.

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Methods for computing optimal are strategies or algorithms used to determine the best possible solution or outcome in a given scenario, typically involving mathematical calculations or models.
Individuals or organizations that utilize specific methods for computation in their operations, particularly for financial reporting or tax purposes, are required to file methods for computing optimal.
To fill out methods for computing optimal, one should gather all relevant data, follow the prescribed format provided by the regulatory authority, and ensure all calculations are accurate and appropriately documented.
The purpose of methods for computing optimal is to ensure accuracy, efficiency, and compliance in decision-making processes, financial reporting, and resource allocation.
Required information typically includes the specific computation methods used, underlying assumptions, data sources, and any relevant calculations that impact the final outcome.
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