Damped oscillation of solutions for some nonlinear second order ordinary differential equations /

QR Code

Damped oscillation of solutions for some nonlinear second order ordinary differential equations /

Enregistré dans:

Détails bibliographiques
Auteur principal:	Naito, Yuki.
Autres auteurs:	Yoshida, Kiyoshi.
Format:	Article
Langue:	English
Sujets:	Continuous function Damped oscillation Differential equations
Tags:	Ajouter un tag Pas de tags, Soyez le premier à ajouter un tag!

Thư viện lưu trữ:	Thư viện Trường Đại học Đà Lạt

Documents similaires

Asymptotic behaviors of solutions of some nonlinear oscillation equations with strong damping /
par: Nishihara, Kenji.

Oscillation and nonoscillation theorems for second order quasilinear functional-differential equations of neutral type /
par: Jaros, Jaroslav.

On second-order half-linear oscillations /

Oscillation results on nonlinear third order differential equations /
par: Gregus, Michal.

Second order nonlinear stochastic differential equations /
par: Rao, M. M.

Remarks on blowup of solutions for nonlinear evolution equations of second order /
par: Ohta, Masahito.

Oscillations of first order functional differenial equations and parabolic equations /
par: Onose, Hiroshi.

From Ordinary to Partial Differential Equations. 1st ed. 2017
par: Esposito, Giampiero
Publié: (2020)

Ordinary differential equations /
par: Arnolʹd, V. I. 1937-2010.
Publié: (1973)

Asymptotic forms of positive solutions of second-order quasilinear ordinary differential equations /
par: Kamo, Ken-ichi.

The solution of ordinary differential equations
par: Ince, E. L.
Publié: (1987)

Introduction to ordinary differential equations
par: Saperstone, Stephen H.
Publié: (1998)

An introduction to ordinary differential equations /
par: Robinson, James C. 1969-
Publié: (2004)

Ordinary differential equations with applications.
par: Chicone, Carmen Charles.
Publié: (1999)

An introduction to ordinary differential equations
par: Robinson, James C
Publié: (2013)

Ordinary Differential Equations
par: Adkins, William A., et autres
Publié: (2020)

Elliptic partial differential equations of second order /
par: Gilbarg, David, 1918-
Publié: (2001)

Ordinary differential equations and dynamical systems /
par: Teschl, Gerald.
Publié: (2001)

Nonuniqueness results for ordinary differential equations /
par: Nowak, Chr.

First order nonlinear neutral differential inequalities with oscillating coefficients /
par: Grammatikopoulos, M. K.

Oscillations in thermostat models /

Positive increasing solutions of systems of second order singular differential equations /
par: Tanigawa, Tomoyuki.

Intermittant and impulsive effects in second order systems /
par: Graef, John R.

The pacemaking system of the heart : From coupled oscillators to nonlinear waves /
par: Zhang, H.

Ordinary differential equations
par: Joshi, Mohan C.
Publié: (2006)

Ordinary differential equations :
par: Somasundaram, D.
Publié: (2001)

Ordinary differential equations
par: Hartman, Philip
Publié: (2002)

Ordinary differential equations: An elementary textbook for students of Mathematics, Engineering, and the Science
par: Harry Pollard
Publié: (1985)

Introduction to ordinary differential equations
par: Ross, Shepley L.
Publié: (1966)

On factorization of the solutions of second order linear differential equations /
par: Zheng, Jianhua.

On boundedness and stability of solutions of second order linear differential equations with advanced arguments /
par: Dosla, Z.

Linear functional-differential equations on the line /
par: Belitskii, G.

A course in ordinary differential equations
par: Rai, B.
Publié: (2002)

A new approach to HVDC system control for damping SSO using the novel eigenvalue analysis program /
par: Kim, Dong-Joon.

On nonlinear oscillations for equations associated to disconjugate operators /
par: Cecchi, Mariella.

First order algebraic differential equations : a differential algebraic approach /
par: Matsuda, Michihiko, 1938-
Publié: (1980)

Ordinary differential equations :
par: Rai, B.
Publié: (2005)

The characteristic method and its generalizations for first-order nonlinear partial differential equations /
par: Tran, Duc Van.
Publié: (2000)

Existence and asymptotic behavior of positive soutions of second order quasilinear differential equations /
par: Tanigawa, Tomoyuki.

Nonlinear Differential Equations in Physics
par: Ray, Santanu Saha
Publié: (2020)