Full description
This dataset consists of three files 1. Methods comparison for Oosting dataset - Figure of comparison of all estimation methods appearing in main text for the Oosting dataset. The file includes the figure as well as relevant information for the Oosting dataset 2. Fish survey data - The file contains 4 columns of data containing, species name, haul number, season and year. For the purpose of this work only the species and haul number were used. The data was obtained with permission from Dr. Dori Edelist 3. Matlab code - The file contains the code in order to calculate the estimates of all the methods appearing in the main text Abstract Ecologists are often required to estimate the number of species in a region or designated area. A number of diversity indices are available for this purpose and are based on sampling the area using quadrats or other means, and estimating the total number of species from these samples. In this paper, a novel theory and method for estimating the number of species is developed. The theory involves the use of the Laplace method for approximating asymptotic integrals. The method is shown to be successful by testing random simulated datasets. In addition, several real survey datasets are tested, including forests that contain a large number (tens to hundreds) of tree species, and an aquatic system with a large number of fish species. The method is shown to give accurate results, and in almost all cases found to be superior to existing tools for estimating diversity. Subjects
Applied Mathematics |
Biodiversity sampling |
Biological Mathematics |
Laplace's method |
Mathematical Sciences |
Quadrat sampling |
Species richness estimators |
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Identifiers
- Local : e8cbc067336106b9da141628001f48ac
