The homotopy analysis method (HAM) has been developed by Liao [1-2] to obtain series solutions of controllable convergence to various nonlinear problems. In this work, we propose this method (HAM), for solving Jaulent-Miodek (JM) equation [9-10]. Numerical solutions obtained by the homotopy analysis method are compared with the exact solutions. The results for some values for the variables are shown in the tables and the solutions are presented as plots as well, showing the ability of the method

Most of air object detection techniques are based on laser or radar sensor. This paper addresses a novel technique for air object detection which is based on computer vision, namely it detects object with sequence images acquired by visible or thermal infrared cameras. It is based on single frame detection other than classical background subtraction, which means that it can tolerate motions or jitters of a camera and sudden changes of illumination. Moreover, it can be used both in visible-light and infrared images. Extensive experiments demonstrate the effectiveness and efficiency of the proposed algorithm. It has been successfully used in movable surveillance system.

This paper addresses the problem of delivering backup file for two or more partially failed nodes at the same time in a cluster. The design objective is to minimize the maximum transmit power of a backup server and enhance the speed of backup file delivering in allowable time span by utilizing smart antenna and clustering scheme for fault tolerance distributed systems. In this work we propose Matched Filter (MF), Minimum Variance Distortion less Response (MVDR), Minimum power distortion less response (MPDR), and Minimum Mean Square Error (MMSE) beamformers to track partially failed nodes in a cluster in order to deliver backup file for two or more nodes at the same time. We have done our simulation using MATLAB to show convergence of beam according to the number of partially failed nodes in a cluster with Signal to Noise Ratio (SNR), to show our propose protocol that is needed for communication among backup servers, backup server with partially failed nodes in a cluster and master backup with agent backup servers and have investigated the performance of our channel model for different scenarios.

To rapidly and accurately search the corresponding points along scan-lines, rectification of stereo image pairs are performed so that all the epipolar lines are parallel to the horizontal scan-lines and the vertical difference between the corresponding epipolar lines is zero. According to the layered rectification algorithm presented by charles loop, we can divide the process of rectification into three steps including projective transformation, affine transformation and shearing transformation. The key to proposed algorithm is the computation of projective matrix, the algorithm uses the affine epipolar geometry constraint to compute projective matrix and determines the optimal value of unknown parameters in projective matrix by immune monoclonal strategy. In the process of solving the matrix, the algorithm does not require the relative matrix be positive definite. The experiments show that the proposed algorithm is an effective image rectification algorithm and it has the obvious advantage in mean vertical difference, distortion and speed of rectification.

In this paper, the linear feedback controlling of a novel chaotic system is discussed. The chaotic system is a new attractor which is similar to the Lorenz chaotic attractor, but it is not topological equivalent with the Lorenz chaotic system. This Letter proposes a novel approach for controlling this new attractor by linear feedback functions. The results obtained in this paper show that the trajectories of a new chaotic attractor can be controlled to any periodic target orbits or points. Furthermore, some numerical simulations show that the developed controller design method is effective and feasible. Therefore, the linear feedback controlling of new chaotic system may have good application prospects.

In the paper, we consider the following Neumann boundary value problem

Finite Radon Transform (FRAT) mapper computed in Fourier basis using fast Fourier transform (FFT) algorithm has the ability to increase orthogonality of sub-carriers, it is non sensitive to channel parameters variations, and has a small constellation energy compared with conventional FFT based orthogonal frequency division multiplexing (OFDM). It is also able to work as a good interleaver which significantly reduces the bit error rate (BER) performance of the OFDM system under severe channel conditions. In this paper the idea is developed towards increasing the orthogonality and increasing spectral efficiency of OFDM system structure. FRAT computed in discrete Multiwavelet transform (DMWT) basis is implemented in OFDM systems and compared with FRAT OFDM computed in Fourier basis under different channel conditions for different channels parameters values including multi-path gains vector, multi-path delay time vector, and maximum Doppler shift. As a result, the proposed structure gives a significant improvement in BER performance in Additive White Gaussian Noise (AWGN) channels, flat fading channels (FFC), and multi-path selective fading channels (SFC).

In order to make the enterprise assessment system become more intelligent and efficient for the application and realization technology of advanced manufacturing technology, the enterprise alliance and its business reconfiguration model for Holonic Manufacturing System(HMS) are processed. The enterprise alliance with dynamic reconfiguration and Holon feature is established by constructing the information platform to Holonic Manufacturing system. The system can realize the informationize in enterprise and between enterprise. The cooperation between enterprises can also be supported. The task assignment problem in the enterprise with directed graph model is presented. Task assignment problem with buffer zone is solved via a hybrid PSO algorithm. Simulation result shows that the model and the algorithm are effective to the problem.

The eigenvalue analysis of the SIMPLE preconditioner for solving two-by-two block linear equations with the (1, 2)-block being the transpose of the (2, 1)-block and the (2, 2)-block being zero was investigated in Li and Vuik [Numer Lin. Alg. Appl., 2004, 11:511-523]. In this note, we extend their ideas by allowing the (1, 2)-block to be not equal to the transpose of the (2, 1)-block and investigate the relationship of the two different formulations spectrum of the SIMPLE preconditioned matrix by using the theory of matrix eigenvalue. And also the SIMPLE type methods are given.