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Integrated Population Biology and Modeling, Part A de Arni S.R. Srinivasa Rao

Integrated Population Biology and Modeling, Part A: Handbook of Statistics, cartea 39

Arni S.R. Srinivasa Rao, C. R. Rao
en Limba Engleză Hardback – 28 sep 2018
Integrated Population Biology and Modeling: Part A offers very complex and precise realities of quantifying modern and traditional methods of understanding populations and population dynamics. Chapters cover emerging topics of note, including Longevity dynamics, Modeling human-environment interactions, Survival Probabilities from 5-Year Cumulative Life Table Survival Ratios (Tx+5/Tx): Some Innovative Methodological Investigations, Cell migration Models, Evolutionary Dynamics of Cancer Cells, an Integrated approach for modeling of coastal lagoons: A case for Chilka Lake, India, Population and metapopulation dynamics, Mortality analysis: measures and models, Stationary Population Models, Are there biological and social limits to human longevity?, Probability models in biology, Stochastic Models in Population Biology, and more.


  • Covers emerging topics of note in the subject matter
  • Presents chapters on Longevity dynamics, Modeling human-environment interactions, Survival Probabilities from 5-Year Cumulative Life Table Survival Ratios (Tx+5/Tx), and more
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Specificații

ISBN-13: 9780444640727
ISBN-10: 044464072X
Pagini: 633
Dimensiuni: 152 x 229 x 38 mm
Greutate: 1.01 kg
Editura: ELSEVIER SCIENCE
Seria Handbook of Statistics

Public țintă

Graduate students to senior researchers in statistics and applied mathematicians who wish to refer to very rich and authentic collection in population models and their analytical solutions to their real-world applications. Research scientists and quantitative biologists would find it fascinatingly replicative information stored in this volume.

Cuprins

Preface
Arni S.R. Srinivasa Rao and C.R. RaoSection I: Cellular Population Dynamics
1. Population Dynamics and Evolution of Cancer Cells
Ignacio A. Rodriguez-Brenes and Dominik Wodarz
2. Stochastic and Deterministic Modeling of Cell Migration
Enrico Gavagnin and Christian A. Yates
3. Data-Driven Mathematical Modeling of Microbial Community Dynamics
Shinji Nakaoka
4. Reaction–Diffusion Kinetics in Growing Domains
C. Escudero, S.B. Yuste, E. Abad and F. Le Vot
Section II: Insect Experiments to Human Demographic Theories
5. The Life Table Population Identity: Discovery, Formulations, Proof, Extensions, and Applications
James R. Carey, Sarah Silverman and Arni S.R. Srinivasa Rao
6. Stochastic Modelling of Some Natural Phenomena: A Special Reference to Human Fertility
R.C. Yadava
7. Two Decades of Drosophila Population Dynamics: Modelling, Experiments, and Implications
Sutirth Dey and Amitabh Joshi
Section III: Complex Environmental and Biogeochemical Dynamics
8. The Environmental Kuznets Curve Fails in a Globalized Socio-Ecological Metapopulation: A Sustainability Game Theory Approach
Tamer Oraby, Chris T. Bauch and Madhur Anand
9. Integrated Approach for Modeling Coastal Lagoons: A Case for Chilka Lake, India
S.R.V. Prasad Bhuvanagiri, Srinivasu Pichika, Raman Akkur, Kalavati Chaganti, Rakhesh Madhusoodhanan and Sarada Varma Pusapati
Section IV: Measures of Mortality and Stochastics
10. Measures and Models of Mortality
Vladimir Canudas-Romo, Stefano Mazzuco and Lucia Zanotto
11. Stochastic Population Models
John Fricks and Ephraim Hanks
12. Survival Probabilities From 5-Year Cumulative Life Table Survival Ratios (Tx + 5/Tx): Some Innovative Methodological Investigations
Subrata Lahiri
Section V: Human Inequality Measures and Well Being
13. Methods of Measuring Human Well-being and Human Development
Udoy Saikia, Gouranga Dasvarma and James Chalmers
14. A Bio-Demographic Perspective on Inequality and Life Expectancy: An Analysis of 159 Countries for the Periods 1970–90 and 1990–2010
David A. Swanson and Lucky M. Tedrow