Week 9: Point Pattern Analysis Flashcards

1
Q

How do we work out if there is a higher probability of points occurring in one area compared to another?

A

Carrying out quadrat analysis

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2
Q

How do we determine a random distribution using quadrat analysis?

A

If the average number of points per cell is roughly equal to the variance of the number of points per cell.

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3
Q

How do we determine a clustered distribution using quadrat analysis?

A

If there is a large amount of variability.

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4
Q

List some limitations of Ripley’s K(d).

A
  • Dependent on study boundary area
  • Circles go outside study area
  • Each point has a unit value, there’s no magnitude or quantity
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5
Q

What is nearest neighbour analysis?

A

Measures the distance of each points to its nearest neighbour, determines the mean distances between neighbours and compares the mean distance to what would have been expected in a random distribution.

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6
Q

What are 3 ways of defining distance?

A
  • Direct (standard)
  • Indirect (linear)
  • Based on a network
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7
Q

Why is Kernel Density Estimation (KDE) useful?

A
  • Generalises data over larger regions
  • Good method to show estimation
  • Provides a risk surface more than an actual picture of what is occurring.
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8
Q

How does KDE work?

A
  • Every point has a density estimate, and when you overlay a grid on top of a map, you transfer those density estimates on top of the grid.
  • Measures the distance between each grid cell centerpoint and each incident data point and determines the cell weight for that point
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9
Q

List 3 factors that the weight of each cell depends on.

A
  • Distance fro the grid cell centerpoint to the incident data point
  • Size of the radius around each incident data point
  • Method of interpolation
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10
Q

What is bandwidth?

A

Refers to the size of the cone of the kernel and is specified by the user.

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11
Q

What does a bell curve shaped bandwidth represent?

A
  • peaks and declines rapidly with no defined radius
  • Continues across entire grid
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12
Q

What does a uniform (flat) distribution bandwidth represent?

A
  • All points in radius equal
  • Represented by cylinder
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13
Q
A
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