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- W960936666 abstract "The problem considered is that of approximate numerical minimisation of the non-linear control problem of Bolza. Starting from the classical dynamic programming method of Bellman, an e-value function is defined as an approximation for the value function being a solution to the Hamilton-Jacobi equation. The paper shows how an e-value function which maintains suitable properties analogous to the original Hamilton-Jacobi value function can be constructed using a stable numerical algorithm. The paper shows the numerical closeness of the approximate minimum to the infimum of the Bolza functional." @default.
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- W960936666 date "2001-01-01" @default.
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- W960936666 title "An Algorithm for Construction of varepsilon-Value Functions for the Bolza Control Problem" @default.
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