Random Attractors for the Kirchhoff-Type Suspension Bridge Equations with Strong Damping and White Noises

ISSN Print: 2167-9479
ISSN Online: 2167-9487
www.scirp.net/journal/ijmnta
E-mail: [email protected]

Citations

"Random Attractors for the Kirchhoff-Type Suspension Bridge Equations with Strong Damping and White Noises"
written by Chuangliang Qin, Jinji Du, Guoguang Lin,
published by International Journal of Modern Nonlinear Theory and Application, Vol.6 No.4, 2017

has been cited by the following article(s):

[1]	The Long-Term Dynamic Behavior of Solutions to a Class of Generalized Higher-Order Kirchhoff-Type Coupled Wave Equations
	Journal of Applied Mathematics and Physics, 2022

[2]	The Family of Global Attractors of Coupled Kirchhoff Equations
	Journal of Applied Mathematics and Physics, 2022

[3]	A Family of the Random Attractors for a Class of Generalized Kirchhoff-Type Equations
	Journal of Applied Mathematics and Physics, 2021

[4]	Existence of Random Attractor Family for a Class of Nonlinear Higher-Order Kirchhoff Equations
	2019

[5]	Random Attractor Family for the Kirchhoff Equation of Higher Order with White Noise
	2019

[6]	Random Attractor Family for a Class of Stochastic Higher-Order Kirchhoff Equations
	2019

Top

[1]	Existence of global solution and global attractor for a suspended bridge system of Kirchhoff type with fractional derivative damping Journal of Evolution Equations, 2026 DOI:10.1007/s00028-025-01167-6

[2]	The Family of Global Attractors of Coupled Kirchhoff Equations Journal of Applied Mathematics and Physics, 2022 DOI:10.4236/jamp.2022.105115