Characterisation of a nonlinear Leslie matrix model for predicting the dynamics of biological populations in polluted environments: Applications to radioecology-Reference-Cited by-同舟云学术

Characterisation of a nonlinear Leslie matrix model for predicting the dynamics of biological populations in polluted environments: Applications to radioecology

Published:2013-01 Issue: Volume:248 Page:174-183
ISSN:0304-3800
Container-title:Ecological Modelling
language:en
Short-container-title:Ecological Modelling

Author:

Monte Luigi

Publisher

Elsevier BV

Subject

Ecological Modelling

Reference38 articles.

1. Protection of the environment from ionising radiation in a regulatory context (PROTECT): proposed numerical benchmark values;Andersson;Journal of Environment Radioactivity,2009

2. An international comparison of models and approaches for the estimation of the radiological exposure of non-human biota;Beresford;Applied Radiation and Isotopes,2008

3. Protection of the environment from ionising radiation in a regulatory context (PROTECT): assessment approaches—practicality, relevance and merits;Beresford;Radioprotection,2009

4. Integrating the lethal and sublethal effects of toxic compounds into the population dynamics of Daphnia magna: a combination of the DEBtox and matrix population models;Billoir;Ecological Modelling,2007

5. From human to environmental radioprotection: some crucial issues worth considering;Bréchignac,2003

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