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  1. Home · Circuitscape.jl Documentation

    Circuitscape is an open-source Julia program that uses circuit theory to model connectivity in heterogeneous landscapes. Its most common applications include modeling movement and …

  2. Circuitscape

    Sep 27, 2021 · Linkage Mapper uses least-cost corridor analysis, circuit theory, and barrier analysis to map corridors, detect pinch-points and restoration opportunities within them, and …

  3. Circuitscape is an award-winning connectivity analysis software package designed to model species movement and gene flow across fragmented landscapes, and to identify areas …

  4. ctivity conservation. Circuit theory complements commonly-used connectivity models because of its connections to random walk theory and its ability to simultaneously evaluate contributions …

  5. User Guide · Circuitscape.jl Documentation

    Circuitscape may be called through its own graphical user interface, from the Circuitscape for ArcGIS Toolbox, or from the command line. Users supply Circuitscape with resistance data …

  6. Circuitscape exploits connections between random walk theory and electrical circuit theory. It treats landscapes as conductive surfaces, and uses resistance, voltage, and current to predict …

  7. Omniscape.jl - Circuitscape

    Omniscape works by applying Circuitscape iteratively through the landscape in a moving window with a user-specified radius. Omniscape requires two basic inputs: a resistance raster, and a …

  8. Illustrations of three connectivity models—CircuitScape (b), …

    Download scientific diagram | Illustrations of three connectivity models—CircuitScape (b), factorial least-cost paths (c), and resistant kernels (d)—applied to a resistance surface (a). For ...

  9. Circuitscape is an open-source program that uses circuit theory to predict connectivity in heterogeneous landscapes for individual movement, gene flow, and conservation planning.

  10. Conceptual illustrations and example results of three …

    Point-based omnidirectional connectivity a, b models current flow between pairwise sets of points at the edge of a study area. Wall-to-wall Circuitscape c, d models the flow of current from edge...

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