Titlebook: Delay Equations; Functional-, Complex Odo Diekmann,Sjoerd M. Verduyn Lunel,Hanns-Otto Wa Book 1995 Springer Science+Business Media New York

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Die Fortentwicklung des Datenschutzestic equation. Particularly relevant questions are: how are the roots of the characteristic equation located relative to the imaginary axis, and when do roots cross the imaginary axis as parameters are varied? (cf. Chapters I, IV and X).

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Die normativen Rahmenbedingungenely, we postulate the existence of . > 0 such that .(t) may depend (linearly) on .(τ) for . — . ≤ τ ≤ . but not on .(τ) for τ < . — . or for τ > .. Given these restrictions we would like to consider a general equation. However, some more choices have to be made before we can state precisely what is the “general” equation.

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Linear autonomous RFDE,ely, we postulate the existence of . > 0 such that .(t) may depend (linearly) on .(τ) for . — . ≤ τ ≤ . but not on .(τ) for τ < . — . or for τ > .. Given these restrictions we would like to consider a general equation. However, some more choices have to be made before we can state precisely what is the “general” equation.

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