ICAMEM 2011 : "International Conference on Applied Mathematics and Engineering Mathematics"

Phuket, Thailand
December 21-23, 2011

The International Conference on Applied Mathematics and Engineering Mathematics aims to bring together academic scientists, leading engineers, industry researchers and scholar students to exchange and share their experiences and research results about all aspects of Applied Mathematics and Engineering Mathematics, and discuss the practical challenges encountered and the solutions adopted.
The International Conference on Applied Mathematics and Engineering Mathematics is the premier forum for the presentation of new advances and research results in the fields of Applied Mathematics and Engineering Mathematics. The conference will bring together leading researchers, engineers and scientists in the domain of interest from around the world. Topics of interest for submission include, but are not limited to:

Linear algebra and applications
Matrix theory
Tensor analysis
Combinatorial linear algebra
Numerical linear analysis
Computational linear algebra
Markov chains
Iterative methods
Large-scale systems
Numerical analysis
Numerical methods for ordinary and partial differential equation
Computational programming of numerical algorithms
Finite Elements
Scientific computing
Error analysis
Stability problems
Convergence analysis
Non-linear systems
Chaos systems
Dynamical systems
Simulation
Differential equations and applications
Ordinary differential equations
Partial differential equations
Stochastic differential equations
Difference equations
Integral equations
Variation methods
Nonlinear systems
Perturbation problems
Probabilities and statistics
Probability theory
Stochastic process
Applied statistics
Mathematical statistics
Estimation Theory
Identification
Simulation
Operations Research and Optimization
Mathematical programming
Stochastic modeling
Decision theory
Game theory
Queueing theory
Reliability theory
Routing theory
Transportation problems
Financial mathematics
Inventory control
Scheduling
Optimization theory
Linear programming
Quadratic programming
Convex programming
Nonlinear programming
Stochastic programming
Combinatorial programming
Discrete Mathematics and Control
Methods of algorithmic analysis
Algorithms
Combinatorial problems
Graph theory
Coding
Cryptology
Signal processing
Real time systems
Network optimization
Control theory