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Conference Program of WCICA 2012

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<strong>Conference</strong> <strong>Program</strong> <strong>WCICA</strong> <strong>2012</strong><br />

Li, Zhiqiang<br />

Song, Jinli<br />

Henan Univ. <strong>of</strong> Economics & Law<br />

Henan Univ. <strong>of</strong> Economics & Law<br />

In this paper, using semi-tensor product and the vector form <strong>of</strong> Boolean<br />

logical variables, the Boolean control network (BCN) is expressed as a<br />

bilinear discrete time system about state and control variables. Based<br />

on the algebraic form, the reachability and controllability <strong>of</strong> BCNs are<br />

discussed. Also, the necessary and sufficient conditions for reachability<br />

and controllability are given. At last, the control sequence that steers<br />

one state to another is constructed. The reachability and controllability<br />

discussed here are under certain constraint, where the trajectory <strong>of</strong><br />

states are avoiding some undesirable states set. The definitions discussed<br />

in this paper have practical meaning.<br />

SuA09 13:30–15:30 Room 311A<br />

Invited Session: control problems for stochastic systems<br />

Chair: Zhang, Huanshui<br />

Co-Chair: Wang, Guangchen<br />

Shandong Univ.<br />

Shandong Univ.<br />

◮ SuA09-1 13:30–13:50<br />

Optimal Control for Stochastic Discrete-time Systems with Multiple<br />

Input-delays, pp.1529–1534<br />

Wang, Hongxia<br />

Zhang, Huanshui<br />

Wang, Xuan<br />

Harbin Insititute <strong>of</strong> Tech.<br />

Shandong Univ.<br />

Harbin Inst. <strong>of</strong> Tech.<br />

The main purpose <strong>of</strong> the paper is to settle the stochastic linear quadratic<br />

optimal control problem for systems with multiple input-delays which<br />

is very intractable and remains to be solved. We introduce a different<br />

version <strong>of</strong> stochastic discrete-time maximum principle(SDMP) where it<br />

is shown that the auxiliary variable depends on the optimal system s-<br />

tate through a stochastic matrix and the expectation <strong>of</strong> the relationship<br />

matrix happens to be the solution to the standard generalized Riccati<br />

equation with the same dimension as the origin system. The relationship<br />

explores the key difference <strong>of</strong> stochastic LQ from the deterministic<br />

one. It enables us to obtain the kernel <strong>of</strong> the optimal cost function<br />

for stochastic control and further the analytical and explicit solution to<br />

the stochastic linear quadratic (LQ) control problem with multiple inputdelays.<br />

◮ SuA09-2 13:50–14:10<br />

Output feedback control for high-order stochastic nonlinear time-delay<br />

systems, pp.1541–1546<br />

Liu, Liang<br />

Xie, Xue-Jun<br />

Qufu Normal Univ.<br />

Qufu Normal Univ.<br />

This paper considers output feedback stabilization problem for a class<br />

<strong>of</strong> high-order stochastic nonlinear time-delay systems. By introducing<br />

the adding a power integrator technique in the stochastic case and<br />

a rescaling transformation, and choosing an appropriate Lyapunov-<br />

Krasoviskii functional, an output feedback controller is constructed to<br />

render the closed-loop system globally asymptotically stable in probability<br />

and the output can be regulated to the origin almost surely.<br />

◮ SuA09-3 14:10–14:30<br />

On detectability and observability <strong>of</strong> discrete-time stochastic Markov<br />

jump systems with state-dependent noise, pp.1644–1649<br />

Zhang, Weihai<br />

Tan, Cheng<br />

Shandong Univ. <strong>of</strong> Sci. & Tech.<br />

Shandong Univ. <strong>of</strong> Sci. & Tech.<br />

This paper mainly studies the notions <strong>of</strong> detectability and observability<br />

for discrete-time stochastic Markov jump systems with state-dependent<br />

noise. Two concepts called “W-detectability” and “W-observability”<br />

for such systems are introduced, which are shown to coincide with<br />

exact detectability and exact observability reported recently in literatures.<br />

Moreover, some criteria and interesting properties for both W-<br />

detectability and W-observability are obtained.<br />

◮ SuA09-4 14:30–14:50<br />

Partial information LQ optimal control <strong>of</strong> backward stochastic differential<br />

equations, pp.1694–1697<br />

Wang, Guangchen<br />

Wu, Zhen<br />

Shandong Univ.<br />

Shandong Univ.<br />

Xiong, Jie<br />

Univ. <strong>of</strong> Tennessee<br />

This paper is concerned with a class <strong>of</strong> linear-quadratic (LQ, for short)<br />

optimal control problems for backward stochastic differential equations<br />

(BSDEs, for short) with partial information. By virtue <strong>of</strong> stochastic<br />

filtering and the existence <strong>of</strong> forward-backward stochastic differential e-<br />

quations (FBSDEs, for short), the optimal solution is explicitly obtained.<br />

◮ SuA09-5 14:50–15:10<br />

Nonsmooth Adaptive Control Design for Uncertain Stochastic Nonlinear<br />

Systems, pp.1779–1784<br />

Zhang, Jian<br />

Liu, Yungang<br />

Shandong Univ.<br />

Shandong Univ.<br />

This paper investigates the problem <strong>of</strong> the global stabilization via state<br />

feedback and adaptive technique for a class <strong>of</strong> high-order stochastic<br />

nonlinear systems with more uncertainties/unknowns. First <strong>of</strong> all, two<br />

stochastic stability concepts are slightly extended to allow the systems<br />

with more than one solution. To solve the problem, a lot <strong>of</strong> substantial<br />

technical obstacles should be overcome since the presence <strong>of</strong> severe<br />

uncertainties/unknowns and stochastic noise. By introducing the appropriate<br />

control Lyapunov function and suitable adaptive updated law<br />

for an unknown design parameter, and by using the method <strong>of</strong> adding<br />

a power integrator, an adaptive continuous (nonsmooth) state feedback<br />

controller without overparameterization is successfully designed, which<br />

guarantees that the closed-loop states are bounded and the original<br />

system states eventually converge to zero, both with probability one.<br />

SuA10 13:30–15:30 Room 311B<br />

Invited Session: Intelligent information processing<br />

Chair: Wang, Biao<br />

Co-Chair: Duan, Haibin<br />

Nanjing Univ. <strong>of</strong> Aeronautics & Astronautics<br />

Beihang Univ.<br />

◮ SuA10-1 13:30–13:50<br />

Similarity Matching Algorithm for Ontology-Based Similarity Matching<br />

Algorithm for Ontology-Based, pp.758–763<br />

Gao, Qian<br />

Shandong Polytechnic Univ.<br />

In recent years the extreme growth <strong>of</strong> digital documents brought to light<br />

the need for novel approaches and more efficient techniques to improve<br />

the precision and the recall <strong>of</strong> IR systems. In this paper I proposed a<br />

novel Similarity Matching Algorithm for Ontology-Based Semantic Information<br />

Retrieval Model to measure whether two ontologies are matching<br />

or not from the name, the attribute and the theme <strong>of</strong> the concepts.<br />

Simulation shows that for the same recall, the proposed algorithm can<br />

increase the precision and flexibility compared with the traditional semantic<br />

similarity matching methods.<br />

◮ SuA10-2 13:50–14:10<br />

Hybrid Artificial Bee Colony and Particle Swarm Optimization Approach<br />

to Protein Secondary Structure Prediction, pp.5040–5044<br />

LI, Mengwei<br />

Duan, Haibin<br />

Shi, Dalong<br />

Beihang Univ.<br />

Beihang Univ.<br />

Beihang Univ.<br />

Proteins are crucial in the biological process, and their structure determines<br />

whether they can function well or not. Since the theory presented<br />

by Anfinsen that proteins’space structure is entirely determined by the<br />

primary structure came out, it is possible for us to predict the structure<br />

<strong>of</strong> proteins through their primary structure without any experiment. In<br />

order to reach this target, the prediction problem can be formulated as<br />

an optimization problem that is set to find the lowest free energy conformation.<br />

In this work, a hybrid Artificial Bee Colony(ABC) with Particle<br />

Swarm Optimization(PSO) Algorithm is used to solve this problem.<br />

Considering that the two algorithms have complementary characteristics,<br />

we combine them together and find out a better optimization results<br />

through this new approach. Experimental results have demonstrated<br />

the feasibility and effectiveness <strong>of</strong> our proposed approach<br />

◮ SuA10-3 14:10–14:30<br />

Static H∞Loop-Shaping Control for Unmanned Helicopter, pp.2882–<br />

2886<br />

Tang, Jie<br />

Wei, Chen<br />

Beihang Univ.<br />

Beijing Univ. <strong>of</strong> Aeronautics & Astronautics<br />

212

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