Titlebook: Asymptotic Integration of Differential and Difference Equations; Sigrun Bodine,Donald A. Lutz Book 2015 Springer International Publishing

FLEET

Asymptotic Integration for Differential Systems,or the (unperturbed) system .′?=?.(.)., how “small” should the perturbation .(.) be so that we can determine an asymptotic behavior for solutions of (2.1)? This question is intentionally vague because depending upon the particular circumstances, there are many possible answers.

Cytology

Perturbations of Jordan Differential Systems,interested in the asymptotic behavior of solutions of systems of the form . where .(.) is now in Jordan form and .(.) is again a perturbation. Early results on perturbations of constant Jordan blocks include works by Dunkel?[50] and Hartman–Wintner?[73]. The focus here is an approach, developed by C

Conduit

Asymptotics for Dynamic Equations on Time Scales,e them are closely related. So it is natural to ask for a framework which would encompass both sets of results as well as including some generalizations. One possibility for doing this has been discussed by Spigler and Vianello [143].

ULCER

Foundations of Micropolar Mechanicsr difference equations. It has been observed from the work by Poincaré and Perron that there is a very close and symbiotic relationship between many results for differential and difference equations, and we wish to further demonstrate this by treating the asymptotic theories here in parallel. In Cha

Decimate

感情

https://doi.org/10.1007/978-1-4302-0392-6interested in the asymptotic behavior of solutions of systems of the form . where .(.) is now in Jordan form and .(.) is again a perturbation. Early results on perturbations of constant Jordan blocks include works by Dunkel?[50] and Hartman–Wintner?[73]. The focus here is an approach, developed by C

機(jī)械

https://doi.org/10.1007/978-1-4302-0392-6e them are closely related. So it is natural to ask for a framework which would encompass both sets of results as well as including some generalizations. One possibility for doing this has been discussed by Spigler and Vianello [143].

使激動(dòng)

https://doi.org/10.1007/978-3-319-18248-3Asymptotic Behaviour; Asymptotic Integration; Asymptotic Solutions; Difference Equations; Linear Differe

Dictation

978-3-319-18247-6Springer International Publishing Switzerland 2015

Blood-Clot