Differences
This shows you the differences between two versions of the page.
| Both sides previous revision Previous revision Next revision | Previous revision Last revision Both sides next revision | ||
|
patcher_continuous_state [2018/07/04 15:35] britaldo [Notes] |
patcher_continuous_state [2018/10/15 13:35] britaldo [Inputs] |
||
|---|---|---|---|
| Line 6: | Line 6: | ||
| ^ Name ^ Type ^ Description ^ | ^ Name ^ Type ^ Description ^ | ||
| - | | Landscape | [[Categorical Map Type]] | Map of classes or categories. | | + | | Landscape | [[Map Type]] | Map of continuous values of a stock variable. | |
| | Probabilities | [[Map Type]] | Map of spatial probabilities. | | | Probabilities | [[Map Type]] | Map of spatial probabilities. | | ||
| - | | Changes | [[Change Matrix Type]] | Matrix of number of changes. | | + | | Changes | [[Change Matrix Type]] | Matrix of change volume. | |
| | Transition Parameters | [[Transition Function Parameter Matrix Type]] | Matrix of transition function parameters consisting of Mean Patch size, Patch size variance, and isometry. By varying these parameters, various spatial patterns can be reproduced (see examples on [[patterns_of_change|Patterns of Change]]). Increase the patch size for a less-fragmented landscape. Increase the patch size variance for a more diverse landscape, and set isometry greater than one for more isometric patches. Tipically, the isometry defines the aggregation level of a patch. Assuming that v is the current isometry value, 0<v<1 forces disaggregation, v>1 forces aggregation and v=1 is ignored. The mean patch size and the variance define the size of the new patches. | | | Transition Parameters | [[Transition Function Parameter Matrix Type]] | Matrix of transition function parameters consisting of Mean Patch size, Patch size variance, and isometry. By varying these parameters, various spatial patterns can be reproduced (see examples on [[patterns_of_change|Patterns of Change]]). Increase the patch size for a less-fragmented landscape. Increase the patch size variance for a more diverse landscape, and set isometry greater than one for more isometric patches. Tipically, the isometry defines the aggregation level of a patch. Assuming that v is the current isometry value, 0<v<1 forces disaggregation, v>1 forces aggregation and v=1 is ignored. The mean patch size and the variance define the size of the new patches. | | ||
| Line 21: | Line 21: | ||
| ^ Name ^ Type ^ Description ^ | ^ Name ^ Type ^ Description ^ | ||
| - | | Changed Landscape | [[ Categorical Map Type]] | Map of classes or categories. | | + | | Changed Landscape | [[ Map Type]] | Map of continuous values of a stock variable. | |
| | Corroded Probabilities | [[Map Type]] | Map of depleted spatial probabilities. Where a change occurred, the probability value is set to zero. | | | Corroded Probabilities | [[Map Type]] | Map of depleted spatial probabilities. Where a change occurred, the probability value is set to zero. | | ||
| - | | Remaining Changes | [[Change Matrix Type]] | Matrix of number of remaining number of changes for each type of transition in case the functor does not succeed in making all the specified changes. | | + | | Remaining Changes | [[Change Matrix Type]] | Matrix of remaining of volume for each type of transition in case the functor does not succeed in making all the specified changes. | |
| ===== Group ===== | ===== Group ===== | ||