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| Section 1: Introduction | |
| Section 2: Coping Strategies | |
| Section 3: Computing | |
| Section 4: Analysis Ex. (HLS Bangladesh) | |
| Section 5: Analysis Ex. (HLS Kenya) |
One-Way Analysis
Targeting
Two-Way Analysis
Regression
What is the relationship at the household level of irrigation
and cultivation on
food sufficiency in Somalia?
One easy way to see and interpret interactions is through standard graphs. Here, the outcome is (as usual) on the vertical y-axis, and two categories of a factor are on the x-axis; two lines are drawn for the two possibilities of the other factor.
In order to graph the possible interaction we need to create dichotomous variables instead of continuous variables for cult and irr99 (as we have previously been working with) and create a new interaction term for the new dichotomous variables.
Once we have created the dummy variables and the interaction, a linear
regression model can be run.

dcult
dirr99
0
1
0
A
B
1
C
D
dcult |
||
dirr99 |
0 |
1 |
0 |
1.794 |
1.672 |
1 |
3.650 |
4.865 |

This interaction could be catagorized as LESS THAN ADDITIVE: When the results are less than additive, neither factor shows an effect when improved alone because both are needed to see an improvement.