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- W82764631 abstract "The analog (or digital) computer solution of a linear differential equation of the form L(D)y(t) = M(D)u(t) is invariably obtained by sol ving an equivalent set of linear first-order differential equations. It is shown in this Report that if the polynomials L(D) and M(D) have a common factor, this equivalent set of first-order equations must be chosen in a particular manner. The initial conditions associated with the equivalent first-order system are intimately related to the gi ven initial conditions on y and its derivatives. The fundamental equation embodying this interrelation is developed." @default.
- W82764631 created "2016-06-24" @default.
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- W82764631 date "1967-12-31" @default.
- W82764631 modified "2023-09-27" @default.
- W82764631 title "The analog computer solution of differential equations of the form (D)y(t) = M(D)u(t)" @default.
- W82764631 hasPublicationYear "1967" @default.
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