Search Results - "Hong, Phan Thanh"

Pullback Attractors for Stochastic Young Differential Delay Equations by Cong, Nguyen Dinh, Duc, Luu Hoang, Hong, Phan Thanh

“…We study the asymptotic dynamics of stochastic Young differential delay equations under the regular assumptions on Lipschitz continuity of the coefficient…”
Get full text

Lyapunov Spectrum of Nonautonomous Linear Young Differential Equations by Cong, Nguyen Dinh, Duc, Luu Hoang, Hong, Phan Thanh

“…We show that a linear Young differential equation generates a topological two-parameter flow, thus the notions of Lyapunov exponents and Lyapunov spectrum are…”
Get full text

Asymptotic Dynamics of Young Differential Equations by Duc, Luu Hoang, Hong, Phan Thanh

“…We provide a unified analytic approach to study the asymptotic dynamics of Young differential equations, using the framework of random dynamical systems and…”
Get full text

A note on exponential stability of non-autonomous linear stochastic differential delay equations driven by a fractional Brownian motion with Hurst index > 1 2 by Hong, Phan Thanh, Binh, Cao Tan

Get full text

Nonautonomous Young Differential Equations Revisited by Cong, Nguyen Dinh, Duc, Luu Hoang, Hong, Phan Thanh

“…In this paper we prove that under mild conditions a nonautonomous Young differential equation possesses a unique solution which depends continuously on initial…”
Get full text

Structural and Thermomechanical Properties of Zincblende-Type ZnX (X = S, Se, Te) by Hieu, Ho Khac, Hanh, Pham Thi Minh, Hong, Phan Thi Thanh, Ha, Vu Thi Thanh, Duc, Nguyen Ba, Khoa, Doan Quoc, Nghia, Nguyen Van

“…The structural and thermomechanical properties of zincblende Zn X ( X  = S, Se, Te) compounds have been investigated based on the moment method in statistical…”
Get full text

Numerical Attractors via Discrete Rough Paths by Cong, Nguyen Dinh, Duc, Luu Hoang, Hong, Phan Thanh

Get full text

A note on exponential stability of non-autonomous linear stochastic differential delay equations driven by a fractional Brownian motion with Hurst index >12 by Hong, Phan Thanh, Binh, Cao Tan

“…We prove a criterion for the almost sure exponential stability of the scalar non-autonomous linear stochastic differential delay equations driven by a…”
Get full text

Stability criteria for rough systems by Duc, Luu Hoang, Hong, Phan Thanh, Cong, Nguyen Dinh

“…We propose a quantitative direct method of proving the local stability for the trivial solution of a rough differential equation and of its regular…”
Get full text

Asymptotic stability of controlled differential equations. Part I: Young integrals by Duc, Luu Hoang, Hong, Phan Thanh

“…We provide a unified analytic approach to study stationary states of controlled differential equations driven by rough paths, using the framework of random…”
Get full text

Pullback attractors for stochastic Young differential delay equations by Cong, Nguyen Dinh, Duc, Luu Hoang, Hong, Phan Thanh

“…We study the asymptotic dynamics of stochastic Young differential delay equations under the regular assumptions on Lipschitz continuity of the coefficient…”
Get full text

Young differential delay equations driven by H\"older continuous paths by Duc, Luu Hoang, Hong, Phan Thanh

“…In this paper we prove the existence and uniqueness of the solution of Young differential delay equations under weaker conditions than it is known in the…”
Get full text

Asymptotic stability for stochastic dissipative systems with a H\"older noise by Duc, Luu Hoang, Hong, Phan Thanh, Cong, Nguyen Dinh

“…We prove the exponential stability of the zero solution of a stochastic differential equation with a H\"older noise, under the strong dissipativity assumption…”
Get full text

Lyapunov spectrum of nonautonomous linear Young differential equations by Cong, Nguyen Dinh, Duc, Luu Hoang, Hong, Phan Thanh

“…We show that a linear Young differential equation generates a topological two-parameter flow, thus the notions of Lyapunov exponents and Lyapunov spectrum are…”
Get full text

Nonautonomous Young differential equations revisited by Cong, Nguyen Dinh, Duc, Luu Hoang, Hong, Phan Thanh

“…In this paper we prove that under weak conditions a nonautonomous Young differential equation possesses a unique solution which depends continuously on initial…”
Get full text