2013 International symposium on Applied and Engineering Mathematics (AEM2013),
to be held from October 25 to 27, 2013, in Sanya China, is one of the special tracks
within the World Congress on Engineering and Technology (CET2013). The aim objective
of AEM 2013 is to provide a platform for researchers, engineers and academicians
from all over the world to present their research results and development activities
in Applied and Engineering Mathematics. This symposium provides opportunities for
the delegates to exchange new ideas and application experiences face to face, to
establish business or research relations and to find global partners for future
collaboration.
AEM2013 symposium Committee:
Topics: The symposium is soliciting stateoftheart research papers in the
following areas of interest（not limited to）:
 Algorithms
 Applied Statistics
 Chaos Systems
 Coding
 Combinatorial Linear Algebra
 Combinatorial Problems
 ...
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 Financial Mathematics
 Finite Elements
 Game Theory
 Graph Theory
 Identification
 Integral Equations
 Inventory Control

 Algorithms
 Applied Statistics
 Chaos Systems
 Coding
 Combinatorial Linear Algebra
 Combinatorial Problems
 Combinatorial Programming
 Computational Linear Algebra
 Computational Programming of Numerical
 Control Theory
 Convergence Analysis
 Convex Programming
 Cryptology
 Decision Theory
 Difference Equations
 Dynamical Systems
 Error Analysis
 Estimation Theory
 Numerical Linear Analysis
 Numerical Methods for Ordinary and Partial Differential Equation
 Optimization Theory
 Ordinary Differential Equations
 Partial Differential Equations
 Perturbation Problems
 Probability Theory
 Quadratic Programming
 Queueing Theory
 Real time Systems
 Reliability Theory
 Routing Theory
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 Financial Mathematics
 Finite Elements
 Game Theory
 Graph Theory
 Identification
 Integral Equations
 Inventory Control
 Iterative Methods
 Largescale Systems
 Linear Programming
 Markov Chains
 Mathematical Programming
 Mathematical Statistics
 Methods of Algorithmic Analysis
 Network Optimization
 Nonlinear Programming
 Nonlinear Systems
 Nonlinear Systems
 Scheduling
 Scientific Computing
 Signal Processing
 Simulation
 Simulation
 Stability Problems
 Stochastic Differential Equations
 Stochastic Modeling
 Stochastic Process
 Stochastic Programming
 Tensor Analysis
 Transportation Problems
 Variation Methods
