![]() |
| |||||||||||||
AEM 2011 : 2011 International Conference on Applied and Engineering Mathematics | |||||||||||||
Link: http://www.engii.org/cet2011/AEM2011.aspx | |||||||||||||
| |||||||||||||
Call For Papers | |||||||||||||
The 2011 International Conference on Applied and Engineering Mathematics (AEM2011) will take place in Shanghai China, 28-30 October, 2011. The conference AEM2011 is held under the World Congress on Engineering and Technology 2011(CET2011). The CET 2011 is composed of several conferences on the frontier topics in the engineering and technological subjects. The CET conference proceedings will be published by IEEE, and the accepted papers will be indexed by Ei Compendex and ISTP.
Conference Topics: Algorithms Applied Statistics Applied probability Approximation theory Chaos Systems Coding Combinatorial Linear Algebra Combinatorial Problems Combinatorial Programming Computational Linear Algebra Computational Programming of Numerical Algorithms Computational methods in mechanics and physics Computability theory Complexity theory Continuum Mechanics Control Theory Convergence Analysis Convex Programming Cryptology Decision Theory Difference Equations Discrete geometry Dynamical Systems Elastodynamics Error Analysis Estimation Theory Evolutionary Computation Financial Mathematics Finite Elements Fuzzy Logic Game Theory Graph Theory Identification Information theory Integral Equations Inventory Control Inverse problems Iterative Methods Large-scale Systems Linear Programming Stochastic Process Stochastic Programming Tensor Analysis Theoretical statistics Mathematical biology Mathematical chemistry Markov Chains Mathematical economics Mathematical physics Mathematical psychology Mathematical Programming Mathematical sociology Mathematical Statistics Matrix computations Methods of Algorithmic Analysis Network Optimization Neural Networks Nonlinear Programming Nonlinear Systems Non-linear Systems Numerical Linear Analysis Numerical Methods for Ordinary and Partial Differential Equation Optimization Theory Optimal control Ordinary Differential Equations Partial Differential Equations Perturbation Problems Probability Theory Quadratic Programming Queueing Theory Real time Systems Reliability Theory Routing Theory Scheduling Scientific Computing Signal Processing Simulation Simulation Stability Problems Stochastic Differential Equations Stochastic Modeling Statistical finance Stochastic processes Transportation Problems Variation Methods |
|