6: Cartography I Flashcards

1
Q

HISTORY OF CARTOGRAPHY

A

Maps have been produced for 1000s of years

Early civilisations:
Egypt (property maps)
Mesopotamia/Babylonia
China (6000 years ago)

Western society exploration:
Global maps became important for discovery, navigation, trade routes

Cartography evolution:
Theoretical developments (flat earth)
Technological changes (compass, printing press, GIS)
Change in society's info needs (thematic mapping)
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2
Q

AWARENESS OF DESIGN

A

If we make a map attractive, people will want to read it

A map shouldn’t need explaining, it should just work

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3
Q

ART OR SCIENCE?

A

The role of cartography is to convey an idea to your readers and for them to interact with the map and feed it back to you

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4
Q

THEMATIC MAP CLASSIFICATION METHODS

A

Equal Interval
Quantiles
Mean-standard deviation
Natural breaks

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5
Q

PROPORTIONAL SYMBOL SCALING

A

also called ‘graduated symbol maps’

Represent numerical data associated with point locations, vary size of the symbol by the data
Area of point symbol is direct proportion to data

  • true point data: measured at point locations
  • conceptual point data: collected over areas but conceived as located points (centroid)
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6
Q

Thematic Maps / Statistical Maps

A

Map one or more variables (geographic attributes)

Types:
Choropleth map
Proportional symbol
Isarithmic
Dot
Flow map
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7
Q

Choropleth map

A

Way of shading a map according to a variable to represent different magnitudes of an attribute

from Greek plethus = quantity, chorus = space

  • attributes related to regions with standardised values (map a rate not just a number)
  • represented by areal symbols (shading/colour)
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8
Q

Data Classification

A

Combining raw data into classes/groups, with each represented by unique symbol

Readers inability to discriminate among many different classes, max 5-7

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9
Q

Types of data classification (4)

A

Equal Interval
Quantiles
Mean-standard deviation
Natural breaks

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10
Q

Equal intervals

A

Each class occupies an equal interval along the number line

Each category has the same range (0-5, 5.1-10, 10.1-15, etc)

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11
Q

Quantiles

A

data are rank-ordered and equal numbers of observations are placed in each class

Recommended method to start with because it better reflects the distribution of the data relative to the number of observations

Quantiles is generic word for any numbers… quartile, quintile…

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12
Q

Mean-standard deviation

A

Classes formed by repeatedly adding/subtracting standard deviation from mean of the data

Emphasises highs and lows really well.

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13
Q

Cartograms

A

Distorted maps to give space to where the most observations of an attribute/data is

Density equalising projection

The size of the geographic areas is proportional to the amount of observations/data

Example:
Counties shown proportional to the number of people that live there
Tube map of London, gives more space for the city centre

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14
Q

Choropleth map pros/cons

A

Pro:

  • easy to produce and read
  • distribution patterns easy to recognise

Cons:

  • badly misleading if inappropriately standarised
  • cannot show variability within regions
  • regions are often not appropriate for a theme
  • most common pitfall: colours for quantities (red = high or danger)
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15
Q

Proportional symbol maps - what kind of symbols do we use?

A

Geometric symbols: common geometric shapes like circles or squares

Pictographic symbols: images, not as easy to read

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16
Q

Proportional symbol map pros/cons

A

Pros:

  • large, open-ended choice os possible symbols
  • no need to aggregate data to fixed regional units

Cons:

  • distribution pattern can be difficult to recognise
  • danger of visual clutter
17
Q

Isoline and surface maps

A

Represent continuous surfaces using isolines

Isolines are lines connecting points having an equal value

Often used to connect points having:

  • equal temperature
  • equal rainfall
  • equal barometric pressure
  • equal depth below sea level
18
Q

Isoline and surface maps

A

Represent continuous surfaces using isolines

Isolines are lines connecting points having an equal value

Often used to connect points having:

  • equal temperature
  • equal rainfall
  • equal depth below sea level
  • human geography uses