## Bioclim

openModeller id: BIOCLIM

**Current version:** 0.2 **Developer(s):** Mauro MuĂ±oz

**Accepts Categorical Maps:** no

**Requires absence points:** no

**Author(s):** Nix, H. A.

### Description

Implements the Bioclimatic Envelope Algorithm. For each given environmental variable the algorithm finds the mean and standard deviation (assuming normal distribution) associated to the occurrence points. Each variable has its own envelope represented by the interval [m - c*s, m + c*s], where 'm' is the mean; 'c' is the cutoff input parameter; and 's' is the standard deviation. Besides the envelope, each environmental variable has additional upper and lower limits taken from the maximum and minimum values related to the set of occurrence points.
In this model, any point can be classified as:
Suitable: if all associated environmental values fall within the calculated envelopes;
Marginal: if one or more associated environmental value falls outside the calculated envelope, but still within the upper and lower limits.
Unsuitable: if one or more associated enviromental value falls outside the upper and lower limits.
Bioclim's categorical output is mapped to probabilities of 1.0, 0.5 and 0.0 respectively.

### Bibliography

Nix, H.A. (1986) A biogeographic analysis of Australian elapid snakes. In: Atlas of Elapid Snakes of Australia. (Ed.) R. Longmore, pp. 4-15. Australian Flora and Fauna Series Number 7. Australian Government Publishing Service: Canberra.

### Parameters

**Standard deviation cutoff**

openModeller id: StandardDeviationCutoff

Standard deviation cutoff for all bioclimatic envelopes.
Examples of (fraction of inclusion, parameter value) are:
(50.0%, 0.674); (68.3%, 1.000); (90.0%, 1.645); (95.0%, 1.960); (99.7%, 3.000)

**Data type:** real **Domain:** [0.0, oo] **Typical value:** 0.674

### Sample models

The following images show two models in the environmental space (temperature x precipitation) generated with the same input (*Thalurania furcata boliviana* localities dataset) but with different values for the "cutoff" parameter:

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fig. 1: cutoff = 0.674 | fig. 2: cutoff = 0.99 |