# IWMST-2017, International Workshop on Mathematics and Statistics

## Event Information

### Description

International Workshop on Mathematics and Statistics is a peer reviewed academic event held by Scientific Cooperations. The workshop is a part of International Conference on Basic Sciences which consists of three separate workshops on different disciplines. IWMST-2017 aims to increase the collaboration among researchers and practitioners with a common interest in Mathematics and Statistics through scientific publications.

All the papers are peer reviewed. The conference papers will be published in conference proceedings.

The scope of the conference is listed but not limited below:

#### Mathematics:

- Applied Mathematics
- Biomathematics
- Financial Engineering/Financial Mathematics/Quantitative Finance
- Formalization Of Mathematics
- Foundation Of Mathematics
- Mathematics
- Mathematical Software Design And Implementation
- Mathematical Modeling
- Mathematical Physics
- Pure Mathematics

#### Statistics:

- Applied Statistics
- Biostatistics And Bioinformatics
- Business Statistics
- Computational Statistics
- Data Mining
- Econometrics
- Environmental Statistics
- Industrial Statistics
- Industrial Quality Control
- Mathematical Statistics
- Modeling And Simulation
- Operations Research
- Probability
- Quantitative Methods

#### Applied Mathematics & Modeling:

- Numerical Analysis
- Mathematical Computational Techniques
- Fluid Mechanics
- Heat And Mass Transfer
- Differential Equations (ODEs And PDEs)
- Mathematical Physics
- Dynamical System & Chaos
- Educational Mathematics

#### Analysis & Its Applications:

- Banach Algebras
- Abstract Harmonic Analysis
- Geometry Of Banach Spaces
- Algebra & Mathematical Logic
- Functional Analysis
- Set Theory
- Matrix Theory
- Approximation Theory

#### Algebra & Its Applications:

- Number Theory
- Pplied Algebra
- Cryptography
- Group Theory

#### Algebraic Geometry:

- Arithmetical Algebraic Geometry
- Arakelov Geometry
- Mixed Tate Motives
- P-Adic Methods In Arithmetical Algebraic Geometry
- Ramification Theory Of Arithmetic Varieties

#### Number Theory:

- Algebraic Number Theory
- Rings Of Algebraic Integers
- Analytic Number Theory
- Sieve Theory, Automorphic Forms, Distribution Statistics
- Diophantine Approximation, Asymptotic Group Theory
- Arithmetic Algebraic Geometry
- Iwasawa Theory Of Galois Representations And Their Deformations
- Equivariant Tamagawa Number Conjecture
- Euler And Kolyvagin System

#### Combinatorics:

- Combinatorial Design Theory
- Metamorphosis, Embeddings, Intersections, Defining Sets, And Trades Of Designs
- Graph Theory, In Particular Decompositions
- Combinatorial Design Theory
- Combinatorial Computing
- Search Algorithms For Designs With Given Properties
- Random Graphs, In Particular Random Proximity Catch Graphs And Digraphs

#### Differential Equations:

- Partial Differential Equations
- Nonlinear Problems Of Mathematical Physics
- Dissipative Dynamical Systems
- Scattering Of Classical And Quantum Waves
- Wavelet Analysis
- Molecular Dynamics

#### Mathematical Physics:

- Differential Geometric, Topologic, And Algebraic Methods Used In Quantum Mechanics
- Geometric Phases And Dynamical Invariants
- Supersymmetry And Its Generalizations
- Pseudo - Hermitian Quantum Mechanics
- Quantum Cosmology

#### Probability & Stochastic Processes:

- Mathematics Of Finance
- Stochastic Flows And Random Velocity Fields
- Epidemic Protocols
- Data Traffic

#### Geometry &Topology:

- Geometry
- Topology
- Algebraic Geometry
- Game Theory
- Differential Geometry
- Fractals
- Topology Of Low-Dimensional Manifolds
- Lefschetz Fibrations
- Symplectic And Contact Structures
- Stein Fillings
- Low Dimensional Topology
- Symplectic Topology And Geometry
- Seiberg - Witten Theory
- Floer Homology
- Topology Of 3-Manifolds
- Minimal Surfaces
- Foliation And Lamination Theory
- Hyperbolic Geometry

#### Statistics & Its Applications:

- Stochastic Systems
- Statistics
- Operations Research
- Optimization
- Linear And Nonlinear Programming
- Probability
- Financial Mathematics
- Acturial Mathematics
- Inference On Random Graphs
- Graph Theory
- Statistics
- Classification And Pattern Recognition
- Numeric Analysis
- Numerical Linear Algebra
- Numerical Optimization
- Perturbation Theory Of Eigenvalues
- Eigenvalue Optimization
- Robust And Nonparametric Multivariate Statistics
- Robust Time Series Analysis
- Linear And Generalized Linear Models
- Statistical Computing, Graphics And Data Mining
- Statistical Inference Based On Divergence Measures