James and Lesley Milroy - Social Variation (Networks) Flashcards
Where and when did this study take place?
Belfast, 1977
What were the three communities they looked at?
Ballymacaret
The Hammer
Clonard
What were the social features of Ballymacaret?
Protestant community
High male employment (mainly in the shipyards)
Working class
(Most prestigious)
What were the social features of The Hammer?
Protestant community
Low male employment
Working class
What were the social features of Clonard?
Catholic community
High male unemployment
Working class
(Least prestigious)
How did the Milroys score the different communities on their network?
Using a Network Strength Score
What factors was the Network Strength Score affected by?
- living in the same area
- having family live in the same area
- working in the same place as others living in the same area
- meeting up with colleges outside of work
What were the scores of the NSS like?
Each person was rated on a scale of 1-5 depending on the different factors that affected the NSS. This reflected the person’s knowledge of others in their community.
What were the two different variables that the Milroys looked at?
Use of |ð| in words like “mother” (th sound)
Use of |a| in words like “hat”
What was the vernacular form of |ð| ?
Removing the |th| from the middle of words
What were the patterns in data for the variable of |ð| ?
- All 3 communities showed men (18-25 on scale) to be using the vernacular form
- Women used vernacular form much less frequently. (Particularly in Ballymacaret)
What were the patterns in data for the variable of |a| ?
- Ballymacaret followed a similar pattern to the |ð| variable.
- In Hammer the gender difference was insignificant
- In Clonard the women used the vernacular form much more than men
What was the reason behind the women in Clonard using the vernacular |a| more than men?
Because most men were unemployed and the women went to go out, socialise and work with each other, therefore gaining a higher network strength score than men.
Closed networks =
High density
Open networks =
Low density