lecture 2 - maps as outcomes of processes

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chpt 3 + 4

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19 Terms

1
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What are 3 suspicions of display?

  1. maps do not compress data - they do not simplify data

  2. maps give mixed messages - a collection of signs that can lead to diff interpretations = can fail to communicate the proper message

  3. maps are hard to draw accurately - historically = by hand = too hard, modern = too easy to create incorrectly

2
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What is neogeography?

The activities that have map creation as the main objective. They use data collected from private individuals (crowd sourcing or companies like Google)

3
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What is the purpose of scientific visualization

To explore data and info graphically. Focusing in the development of ideas (not presentation of results). Leads to geovisualization.

develop ideas graphically → present them non graphically

4
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What is geovisualization? Is it useful on its own?

The fusion of visualization and cartography. Naur, just use spatial analysis, stats and other methods.

5
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What are the 4 types of geovisualization?

  1. cartography: using visual queues to represent information (colour, spacing, location) 

  2. linking and brushing: linking aspatial data to spatial data, highlight components of spatial data 

  3. projection: projecting information differently 

  4. animation: difficult to describe and publish, harder to create an effective animation vs a map 

6
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What are the 3 approaches to geovisualization?

  1. pure geovisualization: interactive exploration of data (zoom, pan, linking and brushing) 

  2. spatial analytical: modifies data to be mapped mathematically (convert population to density) 

  3. transformation: reprojecting the data into a space (cartogram) 

7
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What do dot density maps represent?

  • variables - dot spacing, size and # events represented

  • locations - arbitrary, if no info = dots are evenly distributed across an area

  • does not provide spatial structure/shape of the field data

  • requires interpolation to drive a surface

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What can a point pattern calculate?

The overall density (an estimate of intensity of events).

# points in a pattern in a study area by the area of that region.

9
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What is KDE? What does it do?

kernel density estimation.

  • when pattern can have a density at any location in the study region, not just at location where there is an event

  • transforms point objects to a field of density estimates

KDE can:

  • result identifies hotspots

  • can contour around areas of high/low point density

  • can link to other field data

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How is KDE calculated? How does the size of the bandwidth change process?

It counts the # events in a region/kernel (circle)…

Creates a circle around a point with a radius that lies within the overall point pattern.

Larger = smooths data, estimated densities will be similar in study region

Smaller = focus surface pattern on individual events

11
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What are isolines?

All locations in a field that are of equal value and connected. It shows the absolute value of a field. The standard spacing provides information about the gradient.

!! spot heights of isolines are estimated with interpolation. this is not original data

12
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How turn non spatial data into spatial data

ADD COORDS/LOCATION INFO DATA WITH GPS

13
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What are the 2 processes?

  1. deterministic process

    • same input = same output, only 1 realization

    • ex. coordinates

  2. stochastic process

    • same process = may have diff results

    • chance + random variation play a role

    • introduce a random or stochastic element to make it unpredictable

      • random = describe method where symbols are located, not the pattern that results

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What are the 2 conditions of IRP?

  1. equal probability: any event has an equal probability of being located anywhere on the map

  2. independence: positioning of one event has no influence on positioning of any other event

15
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What is IRP?

independent random process.

  • aim to derive the expected frequency distribution of the numbers of events for IRP

  • # events in equal sized non overlapping areas (quadrats)

  • use math to predict the frequency distribution of quadrats → use prob as a standard to compare

[examples of tables]

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What is stationarity? How does it relate to 1st/2nd order effects?

Rules that govern a process and control the placement of entities, although probabilistic, do not change, or drift over space.

If chances of event change over space due to 1st or 2nd order effects = no longer stationary.

IRP = STATIONARY = DOES NOT CHANGE OVER SPACE/TIME

17
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isotropic vs anisotropic

  • anisotropic: when a process varies with spatial direction 

  • isotropic: where directional effects do not occur 

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What are 2 weaknesses of spatial statistical analysis in relation to 1st/2nd order effects?

  1. both first and second order effects can lead to uniformity or clustering in the distribution of point objects

  2. can detect a departure from IRP/CSR (complete spatial randomness), but can’t tell if it’s due to first or second order effects

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What are the ways to analyze different stochastic processes? What are some issues with each?

  • points

  • lines: lines have length, direction and connection (networks)

    • issues: path lengths can take any value

      • they are constrained by perimeter of the area, path lenghts depend on the shape of the area

      • less attention has been paid to stochastic line generation

    • can be simulated

  • areas: most complex case to map and analyze

    • can randomly allocate values and create an experimental distribution to compare against

  • fields: continuous (not interger values)

    • GEOSTATISTICS