By Wei Jian-Xiang, Sun Yue-Hong, Tao Zhao-Ling (auth.), Jun Zhang (eds.)
The 5 quantity set CCIS 224-228 constitutes the refereed complaints of the overseas convention on utilized Informatics and verbal exchange, ICAIC 2011, held in Xi'an, China in August 2011.
The 446 revised papers provided have been rigorously reviewed and chosen from a variety of submissions. The papers hide a vast diversity of themes in laptop technology and interdisciplinary purposes together with keep an eye on, and software program platforms, neural computing, instant networks, info platforms, and snapshot processing.
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Additional info for Applied Informatics and Communication: International Conference, ICAIC 2011, Xi’an, China, August 20-21, 2011, Proceedings, Part V
This property enables the contribution of each moment to be unique and independent of the information in an image. Using the radial polynomial, complex-valued 2-D Zernike basis functions, which are defined within a unit circle, are formed by Vnm ( ρ ,θ ) = Rnm ( ρ ) exp( jmθ ), ρ ≤1 (3) Where j= . Zernike basis functions are orthogonal and satisfy. The procedure for obtaining Zernike moments from an input image begins with the computation of Zernike radial polynomials. The real-valued 1-d radial polynomial Rnm(ρ) is defined as 48 H.
From the linked database, the operator can acquire the equipment information corresponding to the marking information and the operator requires, thus realizing equipment management automation of paper machine. Study on the Application of RFID Technology in the Management System 43 Fig. 3. Serial communication interface Fig. 4. assembly information management C. Database Management In this management system, the marking information should meet the requirement of management process with data storage and processing, it means to confirm the code structure of RFID tags in order to meet the requirement of enterprise.
Cn Abstract. In this paper, we are required to construct models to predict the offender’s location. Initially, we take a rough anchor point locating based on psychological analysis of offenders. Then we construct a mathematical model based on the maximum-likelihood theory to make accurate predictions about the anchor point and next crime locations. Then we choose an actual crime cases to test the reliability and utility of our model. Finally, a conclusion that only when those crime sites are evenly distributed around a point can be drawn and accurate mathematical predictions can be realized; Keywords: crime-prediction maximum-likelihood, crime psychology.
Applied Informatics and Communication: International Conference, ICAIC 2011, Xi’an, China, August 20-21, 2011, Proceedings, Part V by Wei Jian-Xiang, Sun Yue-Hong, Tao Zhao-Ling (auth.), Jun Zhang (eds.)