生態學和進化論中的數學模型引論

生態學和進化論中的數學模型引論

《生態學和進化論中的數學模型引論》是2009年Wiley-Blackwell出版社出版的圖書,作者是Gillman、Mike。

基本介紹

  • 書名:生態學和進化論中的數學模型引論
  • 作者:Gillman, Mike
  • ISBN:9781405175159
  • 頁數:168
  • 定價:741.00元
  • 出版社:Wiley-Blackwell出版社
  • 出版時間:2009-5
內容簡介,作者簡介,目錄,

內容簡介

Students often find it difficult to grasp fundamental ecological and evolutionary concepts because of their inherently mathematical nature. Likewise, the application of ecological and evolutionary theory often requires a high degree of mathematical competence. This book is a first step to addressing these difficulties, providing a broad introduction to the key methods and underlying concepts of mathematical models in ecology and evolution. The book is intended to serve the needs of undergraduate and postgraduate ecology and evolution students who need to access the mathematical and statistical modelling literature essential to their subjects. The book assumes minimal mathematics and statistics knowledge whilst covering a wide variety of methods, many of which are at the fore-front of ecological and evolutionary research. The book also highlights the applications of modelling to practical problems such as sustainable harvesting and biological control. Key features: Written clearly and succinctly, requiring minimal in-depth knowledge of mathematics Introduces students to the use of computer models in both fields of ecology and evolutionary biology Market - senior undergraduate students and beginning postgraduates in ecology and evolutionary biology

作者簡介

Based at the Open University since 1990, Mike Gillman has contributed to a diverse set of undergraduate and postgraduate courses in biological and environmental science. His research interests are equally broad, spanning population dynamics, community ecology and evolutionary biology. He has a particular interest in the environment and conservation of Neotropical forests

目錄

Preface.
1 Introduction.
2 Simple models of temporal change.
3 Stochastic models.
4 Modelling structured populations.
5 Regulation in temporal models.
6 Modelling interactions.
7 Community models.
8 Spatial models.
References.
Index

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