Ongoing Researches: Department of Mathematics and Data Science

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  • Particle Physics, String Theory and Phenomenology
  • Machine Learning Applications to Theoretical Physics
  • Bayesian Network and modelling
  • Bio-statistics, epidemiology  and Statistical Computation
  • Statistical Modeling, Longitudinal Data Analysis, causal Inference, Povarty issue analysis
  • Statistical Modeling
  • Time Series Analysis
  • Stochastic Processes
  • Analysis of Longitudinal Data
  • Bayesian Analysis
  • Public Health
  • Research Interest

    Shamima Hossain’s research focuses on Bayesian Statistics, spatio-temporal modeling, and machine learning, with applications in public health, epidemiology, and climate data analysis. She is particularly interested in developing Bayesian Neural Networks (BNNs) and predictive models to address societal challenges through data-driven solutions.

Area of Specialization

Shamima Hossain specializes in Bayesian Statistics, Generalized Linear Models (GLMs), and Spatio-Temporal Modeling, with extensive expertise in applying advanced statistical methodologies to solve real-world problems. Her focus areas include epidemiology, public health analytics, and climate data modeling, with a particular interest in developing robust Bayesian Neural Networks (BNNs) for high-dimensional data analysis. She is also proficient in statistical software such as R, Python, SPSS, and STATA, enhancing her capabilities in computational statistics and predictive modeling. Through her academic and research endeavors, she has contributed significantly to understanding societal challenges, including public health crises and women's empowerment, using statistical frameworks.

Biostatistics

Clinical Trial

Data Sciences

Artificial Intelligence 

  • Environmental Statistics
  • Agricultural Statistics
  • Applied Statistics
  • Machine Learning
  • Data Analytics
  • Bioinformatics
  • Machine Learning
  • Big Data
  • Programming & Simulation
  • Dynamical System
  • Mathematical modeling in Biology
  • Materials Science and Nanotechnology


Numerical methods, Biomathematics, Fractional partial differential equations.

  • Mathematical Biology
  • Mathematical Sociology
  • Fluid Dynamics

Biophysics, Plasma Physics.

Computational fluid Dynamics(CFD)

  • Condensed Matter Physics

Machine Learning, Climate Science, Seasonal Climate Forecasting, Mathematical Modeling, Economic Modeling.