By Lanfeng Yan, Janjun Ma, Wei Wang, Qing Liu, Qiuyong Zhou (auth.), De-Shuang Huang, Xiao-Ping Zhang, Guang-Bin Huang (eds.)
The overseas convention on clever Computing (ICIC) was once manage as an annual discussion board devoted to rising and difficult subject matters within the numerous elements of advances in computational intelligence fields, similar to man made intelligence, computing device studying, bioinformatics, and computational biology, and so forth. The objective of this convention used to be to collect researchers from academia and in addition to practitioners to percentage rules, difficulties and suggestions regarding the multifaceted points of clever computing. This publication constitutes the complaints of the overseas convention on clever Computing (ICIC 2005), held in Hefei, Anhui, China, in the course of August 23–26, 2005. ICIC 2005 obtained over 2000 submissions from authors in 39 nations and areas. in response to rigorous peer experiences, this system Committee chosen 563 high quality papers for presentation at ICIC 2005; of those, 215 papers have been released during this e-book equipped into nine different types, and the opposite 348 papers have been released in 5 overseas journals. The organizers of ICIC 2005 made nice efforts to make sure the good fortune of this convention. We the following thank the contributors of the ICIC 2005 Advisory Committee for his or her information and suggestion, the contributors of this system Committee and the referees for reviewing the papers, and the individuals of the ebook Committee for checking and compiling the papers. we might additionally prefer to thank the writer, Springer, for his or her help in publishing the court cases within the Lecture Notes in laptop technological know-how sequence. really, we want to thank all of the authors for contributing their papers.
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2 Equivalent Limit State Function of Series System There are many types systems, all of which can be categorized into two fundamental systems, i. e. series system and parallel system. Series systems can be thought of by a “weakest link” analogy. If one component fails, the entire system reaches failure. Parallel systems are also known as “redundant system” If one element fails, the system does not necessarily reach failure. In the present paper, series systems are studied . x2 failure Ds G1 G2 safety β Gmm x1 Fig.
The AFMT of g is ∀(k, v) ∈ Z × R, Mgσ (k, v) = 1 2π ∞ 0 2π 0 f (αr, θ + β)rσ−iv e−ikθ dθ dr , (2) r and performing a simple change of the variables r and θ gives the following relation: ∀(k, v) ∈ Z × R, Mgσ (k, v) = α−σ+iv eikβ Mfσ (k, v). (3) The relation in Eq. (3) makes the AFMT appropriate for extracting features that are invariant to scale and rotation changes. However, the usual modulusbased FMT descriptors are no longer invariant to scale because of the α−σ term. The digital AFMT approximation consists of resampling f (i1 , i2 ) in discrete polar coordinates and estimating the Fourier-Mellin integrals (1).
0 u1 and u2 are standard normal random variables. Table 6. 222 6 Conclusions The results of the examples demonstrated the convergence abilities robust nature of the optimization technique when applied to structural reliability analysis. For both component and system reliability analysis, the optimization algorithms employed in the present paper (MFD, SLP, SQP) can produce satisfying solutions with negligible error. 12%. Monte Carlo method can always produce good 28 W. Jiang, Y. Xu, and Y. Xu x2 Safety G1(X) G2(X) x1 Fig.