Gender-structured population modeling: mathematical methods, numerics, and simulations
β Scribed by M. Ianelli, M. Martcheva, F.A. Milner
- Publisher
- SIAM: Society for Industrial and Applied Mathematics
- Year
- 2005
- Tongue
- English
- Leaves
- 192
- Series
- Frontiers in Applied Mathematics
- Category
- Library
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π SIMILAR VOLUMES
Gender-Structured Population Modeling: Mathematical Methods, Numerics, and Simulations gives a unified presentation of and mathematical framework for modeling population growth by couple formation. It provides an overview of both past and present modeling results. The authors focus on pair formation
This book provides an introduction to age-structured population modeling which emphasises the connection between mathematical theory and underlying biological assumptions. Through the rigorous development of the linear theory and the nonlinear theory alongside numerics, the authors explore classical
1. The harmonic oscillator -- 2. The Series RLC Circuit -- 3. Linear electrical circuits -- 4. Maxwell's equations in free space -- 5. Some solutions of Maxwell's equations in free space -- 6. Maxwell's equations in material regions -- 7. Electrostatics -- 8. Direct current -- 9. Magnetostatics -- 1
1. The harmonic oscillator -- 2. The Series RLC Circuit -- 3. Linear electrical circuits -- 4. Maxwell's equations in free space -- 5. Some solutions of Maxwell's equations in free space -- 6. Maxwell's equations in material regions -- 7. Electrostatics -- 8. Direct current -- 9. Magnetostatics -- 1
<p>The book represents a basic support for a master course in electromagnetism oriented to numerical simulation. The main goal of the book is that the reader knows the boundary-value problems of partial differential equations that should be solved in order to perform computer simulation of electroma