On the form of solutions to the linear continuous time programming problem and a conjecture by Tyndall (Q1071661)
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scientific article; zbMATH DE number 3939124
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On the form of solutions to the linear continuous time programming problem and a conjecture by Tyndall |
scientific article; zbMATH DE number 3939124 |
Statements
On the form of solutions to the linear continuous time programming problem and a conjecture by Tyndall (English)
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1985
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For a linear continuous time programming problem, involving an integral objective function and an integral inequality, the general form of the optimal solution is obtained in terms of a matrix exponential, and is shown to be piecewise smooth.
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piecewise smooth solution
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linear continuous time programming
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integral objective function
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integral inequality
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optimal solution
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0.9081997
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0.88752186
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0.8794861
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0.8786272
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0.8773629
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0.87481105
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0.87215495
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0.87126863
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