Agriculture Reference
In-Depth Information
6. Inadequate
security
iririka
12. Inadequate
health care
4. Poor health
5. Poverty
16. Firewood
3. Income
2. Well water
not potable
15. Employment
17. Forest
1. Water logging during
wet season
8. Water shortage
during dry season
18. Logging
9. Farm productivity
10. Use of agrochemicals
11. Crop diseases
7. Horticulture
14. Dairy production
20. Poor quality
seeds
21. Soil
erosion
13. Lack of fodder
23. Lack of unity
& solidarity
25. “Grabbing” of
public land
24. Poor
leadership
22. Frost
19. Kinale dairy
co-operative
27. People do not know
each other well
26. Lack of knowledge
and information
31. Go-downs
28. Lack of market for
produce
29. Newly settled and
from different areas
30. Inadequate
extension
fIGuRe 4.8 A cognitive map depicting perceptions of factors influencing the health and
sustainability in Thiririka intensive survey site, Kiambu District, Kenya, 1997. See CD for
color image and key.
Positive impacts also increase (to 102) if arc [11, 7] is removed. In all three cases,
the negative impacts are eliminated. Inversion of any one of the arcs [7, 15], [15, 3],
and [7, 9] reduces the positive impacts of community goals to 58, 64, and 64, respec-
tively, while the negative impacts are unaffected except for arc [7, 15], for which the
negative impacts increase to 9.
The digraph is unstable under all simple autonomous pulse processes assuming
unit weight and time lags on all arcs of the digraph. The largest eigenvalue based on
unit arc weights and time lags is 1.62. Based on this pulse process, agrochemical use
and crop diseases have oscillating impacts on vertices 7, 9, 10, and 11. Crop diseases
also have oscillating impacts on vertex 15. Impacts of community goals on other
vertices remain as in Table 4.10. Most (97/107) of the impacts are not sensitive to
increases in weights. The 10 that are weight dependent are the impacts of agrochemi-
cal use and crop diseases on vertices 3, 4, 5, 6, and 8. Impacts are most sensitive to
increases in the weights of arcs [11, 10] and [10, 11].
The digraph consists of five strong components, two of which have two-arc feed-
back loops involving vertices 10 and 11 in one (negative) and 14 and 19 in the other
(positive). The largest strong component, comprising vertices 3, 4, 5, 6, and 9 in 2
two-arc and on three-arc positive-feedback loops, is unstable. One of the simplest
strategies for value stabilizing this component is inverting any one of the arcs in any
of the two-arc feedback loops. The next largest component comprises vertices 23,
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