A1 content Flashcards

1
Q

Define Spatial thinking

A

ability to use pace as a framework

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2
Q

Define spatial intelligence

A

the balance between spatial visualisation and spatial reasoning skills

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3
Q

What are the map elements?

A

Date
Orientation
grid
title
author
index
legend
source

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4
Q

What is a general reference map?

A

map that shows the location and summarises the landscape.

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5
Q

What is a topographic map?

A

Map that the government makes with strict specifications.

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6
Q

What is a thematic map?

A

Map that shows spatial distribution, often need specialised knowledge to interpret

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7
Q

What is a map?

A

symbolic representation emphasising the relationships between elements. Represents real-features at a reduced scale and is effective for communication.

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8
Q

What is generalization?

A

Including or excluding elements of a map, when reducing the scale of a map

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9
Q

What are common features of maps?

A

Symbol, Sclae and grid.

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10
Q

What did technology do to maps?

A

It changed the way we make and the types of maps available

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11
Q

What is cartography?

A

Science and art of map-making

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12
Q

What is geo-visualisation?

A

Introduced in the 1950’s, the transition of maps from communicating to exploratory knowledge construction, includes pattern relations, trends and critical point recognition and it enables the perceptual processing of data.

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13
Q

What does critical GIS consist of?

A

critical points
Social construction of space
power and knowledge
representation and visualisation
participatory GIS
Ethics and social justice
Inter-disciplinary

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14
Q

What is a population?

A

Total set of things to be studied

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15
Q

What is a sample?

A

A portion of a population that is actually studied.

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16
Q

What is infernal data?

A

Comparing and predicting, and attempting to conclude data, making inference about the data

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17
Q

What is discrete data?

A

Showing and summarising data that is under study, presenting data in a meaningful way, explaining the known data

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18
Q

Raw tables

A

scientific information, with no overview of the data set.

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19
Q

How can we measure the central tendency?

A

Use mode, median, mean to indicate the value that is most likely centered.

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20
Q

Can the median be affected by outliers?

A

no, only the mean is affected by outliers and skewedness.

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21
Q

What graphs can we used to interpret raw data?

A

Scatterplot
hexgon bin plot
3D scatterplot
Scatterplot matric
Parallel co-ordinate plot

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22
Q

How many attributes can a parallel co-ordinate plot display?

A

can display more than 3.

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23
Q

Describe the correlation of a parallel co-ordinate plot

A

when r=1 lines are parallel, when r=-1 lines intersect at a mid point, when r=0 lines intersect

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24
Q

what is r the correlation coeffiecient show?

A

it shows linear relationships the closer r is to 1 the more linear.
when r is + the graph is positive, when r is - graph is negative

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25
Q

What are the complications of r ?

A

it doenst show outliers and it has non-parametric tests.

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26
Q

what is the regression line formula?

A

y=a+bx

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27
Q

is m and r proportional to eachother?

A

Yes

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28
Q

What is multiple regression

A

dependant attribute and multiple independent attributes

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29
Q

What are some considerations of m and r?

A
  1. high correlations do not imply a casual relationship
  2. the magnitude of r can be affected by the level at which data has been aggregated
  3. like values tend to group together
  4. regression techniques can be applied globally and locally
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30
Q

What Does MAUP stand for?

A

Measurable areal unit problem

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31
Q

What is a centroid? and what do they represent?

A

A centroid is a polygon center used as a default position for labeling. Can be used to represent a polygon (analytical) or can be used for interpolation polygons to create a continuously varying grid (raster projections).

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32
Q

What indexes are used for GIT?

A

CI - compactation index
the ratio of the area of a shape to the area of a circumscribing circle. range from 0-1 where 0 is least compacted and 1 is most compacted.

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33
Q

what is redistricting?

A

the combining of districts that are voting precincts

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34
Q

what is gerrymandering?

A

districts structured for partism benefit

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35
Q

what is spatial auto-correlaion?

A

the tendency for things to occureclose to each other in geographic space and can be measured.

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36
Q

What map complexity?

A

The degree to which the combination of map elements results in a pattern that appears to be intricate or involved.

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37
Q

What are the advantages of equal interval classification

A

easy to implement and interpret
there is no gaps in the data
has a simplified legend of class breaks
is sensitive to outliers

38
Q

What are the disadvantages of equal intervals?

A

Doesn’t consider distribution
can lead to classes with no observations

39
Q

What are the advantages of quantile classification?

A

Easy to implement
percentage of observations in each class is equal
works for ordinal data

40
Q

What are the disadvantages of quantiles?

A

There are no empty classes
it doesn’t consider the distribution
it is not sensitive to outliers
has gaps
has ties which complicates it a bit

41
Q

What are the advantages of mean standard deviations?

A

if data is normally distributed the mean serves as a useful dividing point

42
Q

What are the disadvantages of standard mean deviations?

A

Only works if the data is normally distributed
needs basic statistics understanding
more complex

43
Q

What are the advantages of maximum breaks?

A

Easy to implement

44
Q

What are the disadvantages of maximum breaks?

A

Only considers large breaks

45
Q

What are the advantages of natural breaks?

A

Very flexible
Accurate

46
Q

What are the disadvantages of natural breaks?

A

It is subjective

47
Q

What are the advantages of optimal classification?

A

Best classification
can determine the appropriate number of classes

48
Q

What are the disadvantages of optimal?

A

Requires brute force to get values which is computing intensive
Gaps in the legend

49
Q

What are the spatial dimensions?

A

Point
Line
Polygon
Volumetric
3D

50
Q

Small Scale maps

A

is of a large area, which has been generalised, city is a point there are no buildings visible

51
Q

Large scale maps

A

Small areas, is very detailed, a building is an area symbol

52
Q

What is discrete phenomen?

A

phenomena with abrupt changes and gaps

53
Q

What is continuous phenomena?

A

phenomena with smooth transitoins and no gaps

54
Q

what are the levels of measurement?

A

constrained ratio - constrained to a tange
cyclical - cyclic data ratio scale
counts - integers with no fractions
fuzzy - categories

55
Q

What is quantitative data?

A

Lightness
Color hue
perspective height
size
spacing
saturation

56
Q

What is qualitative data?

A

Color hue
Shape
Arrangement
Orientation

57
Q

Different types of maps

A

Choropleth
Isopleth
Dot maps
Proportional symbol maps

58
Q

What is geographic scale?

A

Small scale is a small area
Large scale is a large area

59
Q

What is cartographic scale?

A

Small scale is of a large area
Large scale is of a small area
1:50 000cm

60
Q

give a definition for generalisation

A

the process of reducing information of maps due to a change in the map scale

61
Q

Name 4 different tpyes of generalisation

A

Wrights 2 major components
Riazs 3 major components
Robinon et al
MacMasters and Sheas model of generalisation

62
Q

Give examples of ways to generalise

A

Simplify
Smoothing
Aggregatino
Amalgamation
Refinig
Collapsing
Enhancing
Exageraing
Merging
Displacing

63
Q

What are the different types of map projections?

A

Mercator
Robinsons
Goode homolosine
Mollweide
Mollweide oblique
plate caree

64
Q

What are the classes of map projection?

A

PLanar
Cylindrical
Conical

65
Q

What are the cases of map projections?

A

Tangent
Secant

66
Q

What is another name for a tangent point and secant line?

A

Standard point and line

67
Q

Where do lines of latitude run from?

A

Parallel with the equator. S

68
Q

Where do lines of longitude run?

A

through the north and south pole E

69
Q

what is DD?

A

Decimal degrees

70
Q

How do we calculate SF?

A

local scale divided by principal scale

71
Q

Tiscot’s Indicatrix circle

A

r=1
a=b=1
when a=b there is no distortion
when a=/b but a=1 then there is angular distortion
when a=b but a=/ 1 then aerial distortion takes place
when a=/b and a=/1 angular and aerial distortion occurs

72
Q

What does UTM stand for?

A

Universal transverse mercator projection

73
Q

List snyder’s heirarchy

A
  1. Region of world
  2. Projection property
  3. projection case
74
Q

List snyder’s geographical areas

A
  1. World
  2. hemispher
  3. continent
75
Q

How can we measure the earth’s surface if it is not smooth?

A

Turn it into a geoid by cutting off the “tallest” parts
then match the area of the geoid to an ellipsoid.

76
Q

What is south africa”s geoidic datum?

A

Hartebeeshoek94 datum and Land Leveling datum

77
Q

What kind of equivalent projections are there?

A

noninterrupted
interrupted
oblique aspect

78
Q

why is spatial intellegence inportant?

A

essential for problem solving and orientating yourself in a new area
can examine problems from a spatial perspective

79
Q

key characteristics of a map?

A

2D representation of a 3D object
uses maths to represent the earth onto 2D surface
has a reference system which allows the location of a feature to be described.

80
Q

Give examples of thematic maps

A

Navigation charts
Cadastral maps and charts
Series maps
Web maps
Mental maps

81
Q

Give an examples of geographic location questions

A

Where is it? Why is it here to there? HOw much is here or there?

82
Q

Give examples of geographic distribution questions

A

Is it distributed locally or gloablly? Is it spatially clustred or dispersed?
Where are the boundaries?

83
Q

Give examples of geographic association questions

A

What else is near it?
What else occurs in it?
What is absent in its presence?

84
Q

Give examples of geographic interaction questions

A

is it linked to something else?
wha is the nature o this association?
how much interaction occurs between the locations?

85
Q

Give examples of geagraphic change questions

A

Has it always been here?
How has it changed over time and space?
What causes its diffusion or contraction?

86
Q

Why do we ask geographic questions?

A

fill in the gaps in our mental maps and in our geographic knowledge

87
Q

What is the use of general-purpose maps?

A

shows inportant physical features in an area
summarise landscape to aid in discovery of locations
usually easy to read and understand

88
Q

What is perception?

A

our initial reaction to map symbols

89
Q

What is cognition?

A

perception plus our thoughts processes, prior experiences and memory.

90
Q

Different types of memory

A

perception
short term visual store
long term visual memory