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Qualitative_data_analysis

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212 QUALITATIVE DATA ANALYSIS<br />

Figure 13.2 Map of relationship between two concepts<br />

Figure 13.3 Map of complex relationships between four variables<br />

MAPPING<br />

‘The Admiralty sent HMS Beagle to South America with Charles Darwin on board<br />

not because it was interested in evolution but because it knew that the first step to<br />

understanding—and with luck—controlling—the world was to make a map of it.’<br />

(Jones 1991). Whether or not the Admiralty had such insight, making maps is<br />

certainly a useful way of making sense of <strong>data</strong>. Because they deal with the<br />

relationship between one point and another, maps are particularly useful in<br />

analysing the connections between the categories we have used in our <strong>analysis</strong>.<br />

Unlike matrices, maps do not conform to any particular format. The<br />

geographer’s map of an area will differ significantly from a five-year-old’s map of her<br />

house, but they may both prove useful representations of reality. We can devise all<br />

sorts of ways of mapping <strong>data</strong>—we are limited only by our imagination. Drawing<br />

maps can be fun as well as illuminating, though there is a temptation to get carried<br />

away with the task and become needlessly elaborate.<br />

For mapping, we require only two things. First, we need some way of<br />

representing the ‘points’ of our <strong>analysis</strong>. Second, we need some way of representing<br />

relations between these points. Let us start with a simple map with which we are<br />

already well acquainted—the diagram of a relationship between two concepts<br />

(Figure 13.2). We have represented each concept by a box, and the relationship<br />

between them is represented by a line. What could be simpler? Yet we can use such<br />

simple tools to represent quite complex relationships between the concepts used in<br />

our <strong>analysis</strong> (Figure 13.3).<br />

In Figure 13.3 we have represented in a simple diagram quite complex<br />

relationships between four concepts. We have shown that concept A is related

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