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- Yong-Hong Lan, Yong Zhou
- Systems & Control Letters
- 2013

- Yong-Hong Lan, Yong Zhou
- Computers & Mathematics with Applications
- 2011

- Yong-Hong Lan
- Computers & Mathematics with Applications
- 2012

This paper presents a P-type iterative learning control (ILC) scheme with initial state learning for a class of α (0 ≤ α < 1) fractional-order nonlinear systems. By introducing the λ-norm and using a generalized Gronwall inequality, the sufficient condition for the robust convergence of the tracking errors with respect to initial positioning errors under… (More)

- Da-Xue Chen, Yong-Hong Lan
- 2013

on an arbitrary time scale T with supT =∞, subject to the following conditions: (C) t ∈ T and [t,∞)T := {t ∈ T : t ≥ t} is a time scale interval in T; (C) r ∈ Crd( [t,∞)T , (,∞)) and ∫ ∞ t r(t) t =∞; (C) p,q ∈ Crd( [t,∞)T , [,∞)); (C) ξ , δ ∈ Crd(T,T), limt→∞ ξ (t) = limt→∞ δ(t) = ∞, δ has the inverse function δ– ∈ Crd(T,T), v := δ– ◦ ξ ∈… (More)

- Yong-Hong Lan, Xiao Liu
- IJCSE
- 2016

with the initial conditions (D a x)(a) = bk (k = 1, 2, . . . ,m – 1) and limt→a+ (I m–q a x)(t) = bm, where Dax is the Riemann-Liouville fractional derivative of order q of x,m – 1 < q≤m, m≥ 1 is an integer, I a x is the Riemann-Liouville fractional integral of orderm – q of x, and bk (k = 1, 2, . . . ,m) are/is constants/constant. We obtain some… (More)

- Yong-Hong Lan, Min Wu, Jin-Hua She
- IJCSM
- 2009

- Yong-Hong Lan, Yong Zhou
- J. Optimization Theory and Applications
- 2013

- Min Wu, Yong-Hong Lan, Jin-Hua She, Yong He
- 2008

This paper concerns stability analysis and controller design for repetitive control. First, a two-dimensional (2D) continuous-discrete hybrid model of a repetitive control system is established. Next, new criteria for the asymptotic stability of the system are presented based on the model. Then, these criteria are extended to calculate lower bounds on… (More)

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