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Mathematical Modeling for Big Data Analytics

  • Book

  • January 2025
  • Elsevier Science and Technology
  • ID: 5987034
Mathematical Modelling for Big Data Analytics is a comprehensive guidebook that explores the use of mathematical models and algorithms for analyzing large and complex datasets. The book covers a range of topics, including statistical modeling, machine learning, optimization techniques, and data visualization, and provides practical examples and case studies to demonstrate their applications in real-world scenarios. Users will find a clear and accessible resource to enhance their skills in mathematical modeling and data analysis for big data analytics. Real-world examples and case studies demonstrate how to approach and solve complex data analysis problems using mathematical modeling techniques.

This book will help readers understand how to translate mathematical models and algorithms into practical solutions for real-world problems. Coverage of the theoretical foundations of big data analytics, including qualitative and quantitative analytics techniques, digital twins, machine learning, deep learning, optimization, and visualization techniques make this a must have resource.

Table of Contents

Part I: Theoretical Foundation
1. An Overview of Big Data Analytics
2. Mathematical and Statistical Concepts Underlying Big Data Analytics
3. Qualitative Analytics Techniques
4. Quantitative Analytics Techniques
5. An Introduction to Digital Twins and their Use in Big Data Analytics
6. Exploration of Machine Learning Techniques
7. On Deep Learning Techniques
8. Optimization Techniques for Big Data Analytics
9. Visualization in Big Data Analytics
10. Ethical Considerations for Big Data Analytics

Part II: Data-Specific Application
11. Text Analytics Techniques
12. Network Analytics Techniques
13. Spatial Analytics Techniques
14. Timeseries and Sound Analytics Techniques
15. IoT based data Analytics

Authors

Passent El-Kafrawy Department of Computer Science, Menoufia University, Egypt.

Dr. Passent M El-Kafrawy is a Full Professor in the Department of Math and Computer Science at Effat University, Saudi Arabia, and a Full Professor of Artificial Intelligence in the Math and Computer Science Department, Faculty of Science, at Menoufia University Egypt. Dr. El-Kafrawy received her Ph.D. from the University of Connecticut, USA in Computer Science and Engineering, in the field of Computational Geometry as a branch of Artificial Intelligence. She has taught at Eastern State University, Connecticut, USA, and at Nile University, Egypt. She has been an organizing member of conferences including Signal Processing and Information Technology, the International Conference of Language Engineering, and the International Learning and Technology conference, and was co-Editor of the Signal Processing and Information Technology conference proceedings, published by Springer.

Mohamed F. El-Amin Effat University, Jeddah, Saudi Arabia.

Dr. Mohamed F. El-Amin is a Full Professor of Applied Mathematics and Computational Sciences at Effat University, Saudi Arabia. He is also a Visiting Professor at King Abdullah University of Science and Technology, Saudi Arabia, and is a Full Professor at Aswan University, Egypt. As a mathematician, he has over 25 years of research experience in the field of computational sciences, applied mathematics, transport in porous media, heat/mass transfer, fluid dynamics, turbulence, reservoir simulation, and other aspects of complex systems. After obtaining his PhD in 2001, he held research positions in several universities including South Valley University (Egypt), Stuttgart University (Germany), Kyushu University (Japan), and KAUST. Dr. El-Amin is the editor of several journal special issues and the editor of books including Numerical Modeling of Nanoparticle Transport in Porous Media: MATLAB/Python Approach, Elsevier.

Dr. El-Amin's key areas of research are computational mathematics and fluid flow modeling, with applications in several areas - including but not limited to reservoir simulation, transport phenomena, nanofluids flow, multiphase flow, transport in porous media, heat and mass transfer, hydrogen energy, boundary layer flow, magnetohydrodynamics, and non-Newtonian fluids.