Topic 10: Vector Analysis Flashcards

1
Q

Overview of Spatial Analysis

A

Analyzing spatial data typically goes beyond mere measurement or data queries

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2
Q
  • Discuss vector data transformation operations:
  • Buffering (proximity analysis)
  • techniques and applications
A
  • 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
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3
Q

Disucss vector data transformation operations:
- Overlay and extract operations
- feature types and overlay methods
- extract operations/ feature manipulation

A
  • 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
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4
Q

Pattern analysis
- dispersion, spatial autocorrelation, and clustering

A
  • 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
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5
Q

a simple metric of point dispersion to identify whether a point pattern is regular (dispersed) or clumped (clustered) is the variance-to-mean ratio

A
  • 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
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6
Q

Getis-Ord General G statistic

A

points or polygons, high/low clustering

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7
Q

Positive, negative, zero spatial autocorrelation

A
  • 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
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8
Q

Tobler’s First Law of Geography

A

“all things are related, but nearby things are more related than distant things”
- early expression of auto correlation

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9
Q

Measuring Spatial Autocorrelation

A
  • 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
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