An algorithm for identifying a single unknown physical system parameter associated with a linear system is given. It is assumed that the system is polynomial (as opposed to linear) in the physical parameter. The metho...
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An algorithm for identifying a single unknown physical system parameter associated with a linear system is given. It is assumed that the system is polynomial (as opposed to linear) in the physical parameter. The method is illustrated by four examples, and the existence of local minima is noted.
Certain distributed parametersystems may be approximated by finite dimensional systems which are, however polynomial in unknown parameters. Algorithms are given for estimated unknown parameters of such systems
Certain distributed parametersystems may be approximated by finite dimensional systems which are, however polynomial in unknown parameters. Algorithms are given for estimated unknown parameters of such systems
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