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2012年5月26日—29日西安春季应用与工程数学国际会议

发布人:pp123456    更新时间:2011/12/31 9:25:27    点击数:921

 2012 Spring International Conference on Applied and Engineering Mathematics (AEM-S ) will take place in Xi’an China, 26-29 May, 2012. The conference AEM-S is held under the 2012 Spring World Congress on Engineering and Technology (SCET2012). The SCET 2012 is composed of several conferences on the frontier topics in the engineering and technological subjects. The SCET 2012 conference proceedings will be published by IEEE, and the accepted papers will be indexed by Ei Compendex.

   

会议主题:  


l  Algorithms

l  Applied Statistics

l  Chaos Systems

l  Coding

l  Combinatorial Linear Algebra

l  Combinatorial Problems

l  Combinatorial Programming

l  Computational Linear Algebra

l  Computational Programming of Numerical

l  Control Theory

l  Convergence Analysis

l  Convex Programming

l  Cryptology

l  Decision Theory

l  Difference Equations

l  Dynamical Systems

l  Error Analysis

l  Estimation Theory

l  Numerical Linear Analysis

l  Numerical Methods for Ordinary and Partial Differential Equation

l  Optimization Theory

l  Ordinary Differential Equations

l  Partial Differential Equations

l  Perturbation Problems

l  Probability Theory

l  Quadratic Programming

l  Queueing Theory

l  Real time Systems

l  Reliability Theory

l  Routing Theory

   

   

   

   

   

   

l  Financial Mathematics

l  Finite Elements

l  Game Theory

l  Graph Theory

l  Identification

l  Integral Equations

l  Inventory Control

l  Iterative Method

l  Large-scale Systems

l  Linear Programming

l  Markov Chains

l  Mathematical Programming

l  Mathematical Statistics

l  Methods of Algorithmic Analysis

l  Network Optimization

l  Nonlinear Programming

l  Nonlinear Systems

l  Non-linear Systems

l  Scheduling

l  Scientific Computing

l  Signal Processing

l  Simulation

l  Simulation

l  Stability Problems

l  Stochastic Differential Equations

l  Stochastic Modeling

l  Stochastic Process

l  Stochastic Programming

l  Tensor Analysis

l  Transportation Problems

l  Variation Methods

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