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- W2764801924 abstract "The first part of this paper presents a new measure of sensitivity specifically applicable to the realization of a linear discrete system on a digital computer. It is also shown that the sensitivity of the eigenvalues to parameter inaccuracies in the realization depends strongly on the choice of state variables. From these considerations, a realization is obtained which is “best” for a large class of systems of interest with regard to minimizing storage requirements, arithmetic operations, parameter accuracy, and eigenvalue sensitivity . The second half of the paper considers the very practical problem of determining the number of bits accuracy required in the computer-stored parameters of the system to achieve satisfactory performance . For the realization found to be a best compromise, equations are obtained for determining these bit requirements. Examples are given showing the application of this realization to the computer im - plementation of a discrete filter, and a comparison is given to other possible realizations." @default.
- W2764801924 created "2017-10-27" @default.
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- W2764801924 date "1969-01-01" @default.
- W2764801924 modified "2023-09-26" @default.
- W2764801924 title "Eigenvalue Sensitivity and State-Variable Selection" @default.
- W2764801924 doi "https://doi.org/10.7551/mitpress/5222.003.0011" @default.
- W2764801924 hasPublicationYear "1969" @default.
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