Topic 10: Vector Analysis Flashcards
Overview of Spatial Analysis
Analyzing spatial data typically goes beyond mere measurement or data queries
- Discuss vector data transformation operations:
- Buffering (proximity analysis)
- techniques and applications
- buffering: builds new objects around existing point, line, or polygons by identifying all areas within a specified distance
- can be produced as independent or overlapping
- for polygons, both exterior and interior buffers are possible
Disucss vector data transformation operations:
- Overlay and extract operations
- feature types and overlay methods
- extract operations/ feature manipulation
- Combines the geometries of two new feature layers (with the same spatial reference) to create new data
- Three types: Point in polygon overlays, Line in polygon overlays, polygon on polygon overlays
- Feature manipulation: refers to the process of deriving new or updated geometries from two or more existing datasets (eg., clip, split, erase, select by attributes, dissolve, etc). Very related to overlays
Pattern analysis
- dispersion, spatial autocorrelation, and clustering
- Pattern analysis: is the study of the spatial arrangements of point or polygon features
- point pattern analysis = point dispersion
- Spatial Autocorrelation metrics asses the relationship between proximity and similarity of the attribute feature
a simple metric of point dispersion to identify whether a point pattern is regular (dispersed) or clumped (clustered) is the variance-to-mean ratio
- Ripley’s K
if variance = mean, pattern is random - if variance exceeds the mean >1, pattern is clustered
- if variance is less than the mean <1, pattern is regular
Getis-Ord General G statistic
points or polygons, high/low clustering
Positive, negative, zero spatial autocorrelation
- positive = features that are close in location are also similar in attributes
- negative = features that are close in location tend to be dissimilar in attributes
- zero = attributes are independent of location
Tobler’s First Law of Geography
“all things are related, but nearby things are more related than distant things”
- early expression of auto correlation
Measuring Spatial Autocorrelation
- Moran’s I is widely used measure of global spatial autocorrelation, which ranges from -1 to +1
- Negative = negative spatial autocorrelation
- Positive = positive spatial autocorrelation
- zero = spatial independence