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AEM 2011 : 2011 International Conference on Applied and Engineering Mathematics


When Oct 28, 2011 - Oct 30, 2011
Where Shanghai,China
Submission Deadline Apr 30, 2011
Notification Due May 15, 2011
Categories    applied mathematics   engineering mathematics   2011 international conference   EI

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´╝Ü

Applied Statistics
Applied probability
Approximation theory
Chaos Systems
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
Decision Theory
Difference Equations
Discrete geometry
Dynamical Systems
Error Analysis
Estimation Theory
Evolutionary Computation
Financial Mathematics
Finite Elements
Fuzzy Logic
Game Theory
Graph Theory
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
Scientific Computing
Signal Processing
Stability Problems
Stochastic Differential Equations
Stochastic Modeling
Statistical finance
Stochastic processes
Transportation Problems
Variation Methods

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