Mathematical modeling and soft computing in epidemiology /

Mathematical modeling and soft computing in epidemiology / edited by Jyoti Mishra, Ritu Agarwal and Abdon Atangana. - 1st. - 1 online resource : illustrations (black and white). - Information technology, management and operations research practices .

1. Evolutionary Modelling of Dengue Fever with Incubation Period of Virus  

2. Fuzzy-Genetic Approach to Epidemiology 

3. Role of Mathematical Models in Physiology and Pathology  

4. Machine-Learned Regression Assessment of the HIV Epidemiological Development in Asian Region  

5. Mathematical Modeling to Find the Potential Number of Ways to Distribute Certain Things to Certain Places in Medical Field

6. Fractional SIRI Model with Delay in Context of the Generalized Liouville-Caputo Fractional Derivative  

7. Optimal Control of a Nipah Virus Transmission Model

8. Application of Eternal Domination in Epidemiology  

9. Numerical Analysis of Coupled Time-Fractional Differential Equations Arising in Epidemiological Models  

10. Balancing of Nitrogen Mass Cycle for Healthy Living Using Mathematical Model  

11. Neutralizing of Nitrogen when the Changes of Nitrogen Content Is Rapid  

12. Application of Blockchain Technology in Hospital Information System  

13. Complexity Analysis of Pathogenesis of Coronavirus Epidemiology Spread in the China Region  

14. A Mathematical Fractional Model to Study the Hepatitis B Virus Infection  

15. Nonlinear Dynamics of SARS-CoV2 Virus: India and Its Government Policy  

16. Ethical and Professional Issues in Epidemiology  

17. Cloud Virtual Image Security for Medical Data Processing  

18. Medical Data Security Using Blockchain and Machine Learning Techniques in Cloud Computing  

19. Mathematical Model to Avoid Delay Wound Healing by Infinite Element Method  

20. Data Classification Framework for Medical Data through Machine Learning Techniques in Cloud Computing

Index



"This book describes the use of different mathematical modeling and soft computing techniques used in epidemiology for experiential research in projects such as how infectious diseases progress to show the likely outcome of an epidemic, and to contribute to public health interventions"--

9781000226980 (ePub ebook) 1000226980 (ePub ebook) 9781000226942 (PDF ebook) 1000226948 (PDF ebook) 9781000226966 (Mobipocket ebook) 1000226964 (Mobipocket ebook) 9781003038399 (ebook) 1003038395 (ebook)

10.1201/9781003038399 doi


Epidemiology--Mathematical models.
Soft computing.
MATHEMATICS / Mathematical Analysis
COMPUTERS / Information Technology

RA652.2.M3

614.4015118
© 2019 Karatina University Library
P. O. Box 1957-10101,
Karatina, Kenya

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