On the behavior of solutions of linear functional differential equations with constant coefficients and linearly transformed argument in neighborhoods of singular points

G P Pelyukh,D V Bel’Skii

doi:10.1007/s11253-006-0041-5

On the behavior of solutions of linear functional differential equations with constant coefficients and linearly transformed argument in neighborhoods of singular points

G P Pelyukh, D V Bel’Skii

https://doi.org/10.1007/s11253-006-0041-5

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Journal: Ukrainian Mathematical Journal	Publication Date: Dec 1, 2005
Citations: 3

Affiliation: Czech Academy of Sciences, Institute of Mathematics

#Neighborhoods Of Singular Points #Properties Of C1 + Show 8 more

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Abstract

We establish new properties of C1 (0, + ∞)-solutions of the linear functional differential equation \(\dot x(t) = ax(t) + bx(qt) + cx(qt)\) in the neighborhoods of the singular points t = 0 and t = + ∞.

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