By YongQiang Zhao (auth.), David Jin, Sally Lin (eds.)
CSISE2011 is an built-in convention concentrating its concentration upon laptop Science，Intelligent method and setting. within the continuing, you could study even more wisdom approximately laptop technological know-how, clever process and setting of researchers all over the global. The foreign convention will offer a discussion board for engineers, scientist, lecturers and all researchers to debate their most recent examine achievements and their destiny learn plan. the most position of the continuing is for use as an trade pillar for researchers who're operating within the pointed out box. on the way to meet excessive usual of Springer´s Advances in clever and delicate Computing ,the association committee has made their efforts to do the next issues. to begin with, bad caliber paper has been refused after reviewing path via nameless referee specialists. Secondly, periodically assessment conferences were held round the reviewers approximately 5 occasions for changing reviewing feedback. eventually, the convention association had a number of initial periods earlier than the convention. via efforts of other humans and departments, the convention should be profitable and fruitful. we are hoping so you might get even more knowledges from our CSISE2011, and we additionally desire so you might provide us sturdy feedback to enhance our paintings within the future.
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2(a),(b),(c) and (d) equals to h and the height of one in Fig. 2(e) equals to (h + t ) / 2 . (ii) the geometrical structural shape of the flexure hinges in Fig. 2(a) and (e) is equivalent, which has the notched arc only on one side, so this kind of flexure hinge is called as single-notch flexure hinge. The height of flexure hinge are Accuracy Performances of Asymmetrical Right Circular Flexure Hinge 15 different and are h and (h + t ) / 2 , respectively, and the performance is considerably different.
Hu d 3 ( x, y ) is the power quotient of the low frequency coefficient I 3 ( x, y ) in θ its corresponding band. d l ( x, y ) is the power quotient of the high frequency θ coefficient I l ( x, y ) in its corresponding band, the computing formula of them is as follow: I 3 ( x, y ) 2 d 3 ( x, y ) = M /8 N /8 ∑∑ I (i, j ) i =1 j =1 I lθ ( x, y ) 2 θ d l ( x, y ) = (5) 2 3 M / 2l N / 2l ∑ ∑ I θ (i, j ) 2 (6) l i =1 j =1 Step 4: Modify every low frequency coefficient I 3 ( x, y ) to embed watermark into original image I 3′ ( x, y ) = I 3 ( x, y ) + αM ( x, y )ω ( x, y ) Here (7) I 3 ( x, y ) is the low frequency coefficient before embedding.
Motivated and inspired by the on going activities in this direction, in this paper, we present a fifth-order convergent method. Several examples are given to illustrate the efficiency and advantage of the method. 2 The Method and Its Convergence Let us consider the following iterative method. Algorithm 1. For given x0, we consider the following Newton-type method for nonlinear equation  by the iterative scheme yn=xn- f(xn) , λnf(xn)+f'(xn) (2) zn+1=yn- f(yn) , λnf(xn)+f'(xn) (3) xn+1=zn- f(zn) , μnf(zn)+f'(yn) (4) where λn are real numbers chosen such that 0≤|λn|， |μn|≤1, n=1,2,… and sign(λnf(xn))=sign(f'(xn)), sign(μnf(zn))=sign(f'(yn)), where sign(x) is the sign function.
Advances in Computer Science, Intelligent System and Environment by YongQiang Zhao (auth.), David Jin, Sally Lin (eds.)