Delay differential equations and applications to biology
Material type:
TextLanguage: ENGLISH Publication details: Singapore : Springer nature, 2021. Description: xvii, 286pISBN: 9789811606250Subject(s): Biomathematics | Delay differential equations | Lyapunov functional | Immunology | Cell proliferations | COVID-19DDC classification: 517.9 Online resources: Table of contents | Reviews Summary: This book discusses the numerical treatment of delay differential equations and their applications in bioscience. A wide range of delay differential equations are discussed with integer and fractional-order derivatives to demonstrate their richer mathematical framework compared to differential equations without memory for the analysis of dynamical systems. The book also provides interesting applications of delay differential equations in infectious diseases, including COVID-19. It will be valuable to mathematicians and specialists associated with mathematical biology, mathematical modelling, life sciences, immunology and infectious diseases.
| Item type | Current library | Call number | Status | Date due | Barcode |
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NISER LIBRARY | 517.9 RIH-D (Browse shelf(Opens below)) | Available | 25267 |
Includes bibliographical references.
This book discusses the numerical treatment of delay differential equations and their applications in bioscience. A wide range of delay differential equations are discussed with integer and fractional-order derivatives to demonstrate their richer mathematical framework compared to differential equations without memory for the analysis of dynamical systems. The book also provides interesting applications of delay differential equations in infectious diseases, including COVID-19. It will be valuable to mathematicians and specialists associated with mathematical biology, mathematical modelling, life sciences, immunology and infectious diseases.
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