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By De-Shuang Huang, Kyungsook Han

This ebook - at the side of the double quantity LNCS 9225-9226 - constitutes the refereed complaints of the eleventh foreign convention on clever Computing, ICIC 2015, held in Fuzhou, China, in August 2015.

The eighty four papers of this quantity have been conscientiously reviewed and chosen from 671 submissions. unique contributions relating to this subject matter have been specially solicited, together with theories, methodologies, and functions in technological know-how and know-how. This yr, the convention targeted more often than not on computing device studying idea and techniques, tender computing, snapshot processing and machine imaginative and prescient, wisdom discovery and information mining, usual language processing and computational linguistics, clever keep an eye on and automation, clever communique networks and internet purposes, bioinformatics concept and strategies, healthcare and clinical equipment, and knowledge security.

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Extra resources for Advanced Intelligent Computing Theories and Applications: 11th International Conference, ICIC 2015, Fuzhou, China, August 20-23, 2015. Proceedings, Part III

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1) can go beyond the boundary of region B. 1). 1) (S, R, I), ultimately tend to, enter or stay in region B. 1) always exist disease-free equilibrium point (Ie, Re) = (0,0), and the disease-free equilibrium is unstable in region B. 1) has the unique positive equilibrium point (Ie, Re) in addition to the disease-free equilibrium states. And (Ie, Re) is globally asymptotically stable in B. An Epidemic Propagation Model 37 Proof. 1) is clearly established. Here to prove it in region B instability. 1)’s solution (I(t, I0, R0), R(t,I0,R0)) with the initial condition I(0) = I0, R(0) = R0 satisfy if 0 ≤ I(t, I0, R0) < η0, 0 ≤ R(t, I0, R0) < η0(t ≥ 0), then Uðt; I0 ; R0 Þ ¼ ðIðt; I0 ; R0 ÞÞ1Àp \g1Àp 0 ; ðt !

Geom. Anal. 20(1), 1–38 (2010) 9. : A kind of extension of the famous young inequality. J. Inequalities Appl. cn The Department of Basic Education, Henan Art Vocational College, Zhengzhou, China Abstract. An SIRS model with constant immigration of susceptible and saturated infection rate is established according to the propagation of the infectious viruses in a small world network. By using the mean-field theory and qualitative theory of differential equations, the existence and stability of equilibrium points of the system was analyzed.

In 2001, Birindelli (see [3]) generalized the principle to Heisenberg group by compact operator in [1] and the polar coordinates on groups of Heisenberg, precisely as following: let N & H n be unbounded, there exists v0 2 Rm such that n0  N & fn 2 H n jv0 Á x [ 0g; suppose that there exists uðnÞ 2 CðNÞ bounded above, solution of & DH uðnÞ þ cuðnÞ ! -S. Huang and K. ): ICIC 2015, Part III, LNAI 9227, pp. 25–33, 2015. 1007/978-3-319-22053-6_3 26 Z. Wang and X. Yang then uðnÞ 0 in N. Now we will further generalize the maximum principle to Heisenberg type group G as following: Theorem 1.

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