Meta Ecosystem Dynamics Understanding Ecosystems Through The This graduate level book presents current meta ecosystem models and their derivation from classical ecosystem and metapopulation theories. Over the last 15 years, theories integrating ecosystem and spatial dynamics have quickly coalesced into meta ecosystem theories, the focus of this book.
Understanding Energy Transfer In Ecosystems Through Trophic Levels Meta ecosystem dynamics: understanding ecosystems through the transformation and movement of matter free download as pdf file (.pdf), text file (.txt) or read online for free. This mechanistic link between community and ecosystem functioning and spatial dynamics makes the meta ecosystem framework a powerful tool to investigate the dynamics of connected ecosystems. This book presents current meta ecosystem models and their derivation from classical ecosystem and metapopulation theories. We study the effect of spatial flows on stability and ecosystem functions, and provide simple metrics of connectivity that can predict these effects.
Meta Ecosystems This book presents current meta ecosystem models and their derivation from classical ecosystem and metapopulation theories. We study the effect of spatial flows on stability and ecosystem functions, and provide simple metrics of connectivity that can predict these effects. The book will be of interest to graduate students and researchers who wish to learn more about the synthesis of ecosystem and spatial dynamics, which form the foundation of the theory of meta ecosystems. Meta ecosystem dynamics: understanding ecosystems through the transformation and movement of matter is written by frederic guichard; justin marleau and published by springer.
Meta Ecosystems The book will be of interest to graduate students and researchers who wish to learn more about the synthesis of ecosystem and spatial dynamics, which form the foundation of the theory of meta ecosystems. Meta ecosystem dynamics: understanding ecosystems through the transformation and movement of matter is written by frederic guichard; justin marleau and published by springer.
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