Journal of Nonlinear Mathematical Physics - Call for Papers: Special Issue on "Fractional calculus analysis and its applications in life sciences"
Fractional calculus has gained significant attention in the field of life sciences due to its ability to model complex phenomena with memory and long-range dependencies. It has been applied in various areas, such as biomedical engineering, pharmacokinetics, epidemiology, and neuroscience. The biological significance of fractional calculus lies in its ability to provide a more accurate description of the underlying mechanisms of biological processes. The use of fractional calculus in the study of human diseases can lead to a better understanding of the underlying mechanisms and can help in the development of new treatments. The application of fractional calculus in life sciences has the potential to provide new insights into the behavior of complex biological systems and improve the diagnosis, treatment, and management of various diseases.
This special issue aims to provide a specific platform for sharing the latest advancements in the theory of fractional calculus and its practical applications in life sciences. Fractional calculus has been studied globally for its theoretical and analytical applications in biological processes of arising in life sciences. This special issue concentrates on recent contributions to this interdisciplinary field, including theoretical, analytical, numerical, and computational studies. It also covers the latest developments in mathematical modeling, analytic analysis, theoretical investigation which can be applied to biological mechanisms of human diseases. This special issue presents cutting-edge research in the field of fractional calculus and its potential applications in life sciences.
Our call for submissions invites authors to contribute high-quality research articles covering an array of captivating research areas. These include the assessment of novel fractional definitions, the examination of fractional differential systems, theoretical analysis, numerical techniques, and their applications in the context for life sciences. It is worth noting that the special issue's scope extends beyond these areas and encompasses a broad range of topics:
1. Fractional view analysis in life sciences
2. Applications of fractional calculus to biological systems
3. Recent developments of fractional theory
4. Fractional differential equations
5. Chaos and bifurcation in fractional systems
6. Analytic approaches in fractional-calculus
7. Chaos and bifurcation in fractional theory
8. Computational analysis of natural systems
9. Biomedical application of fractional-calculus
10. Fractional molecular and cellular dynamics
11. Theoretical analysis of natural systems
12. Applications in biology and health sciences
13. Numerical methods for fractional systems
To submit a paper to this Special Issue, please follow the "submit manuscript" button on the journal website. JNMP is an Open Access journal, please refer to https://www.springer.com/journal/44198/how-to-publish-with-us (this opens in a new tab) for details, including APCs. Submissions for this Issue are processed from April 24, 2023 to October 30st, 2023.
Special Issue Editors: Salah Boulaaras, Viet-Thanh Pham, Jun-Sheng Duan & Chris Goodrich
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£990.00/$1290.00/€1060.00