Table II.

Linear regressions exploring demographic characteristics and social networks as determinants of household’s capacity to prepare, recover and adapt or change when faced with prolonged droughts or erratic rainfall events in Mbale municipality

VariableModel
123456
PrepareRecoverAdapt/changePrepareRecoverAdapt/change
Gender0.0477 (0.0877)0.133 (0.0993)0.265** (0.112)0.0243 (0.0882)0.0950 (0.100)0.242** (0.113)
Age−0.00293 (0.00322)−0.00530 (0.00361)−0.00419 (0.00412)−0.00210 (0.00324)−0.00413 (0.00363)−0.00260 (0.00413)
Household size−0.0342** (0.0140)−0.0304* (0.0159)−0.00884 (0.0179)−0.0319** (0.0141)−0.0270* (0.0159)−0.00211 (0.0180)
Household head−0.0593 (0.0954)−0.0283 (0.108)−0.182 (0.122)−0.0578 (0.0953)−0.0146 (0.108)−0.192 (0.121)
Education0.0374 (0.0422)0.00928 (0.0477)0.0103 (0.0544)0.0396 (0.0423)0.0181 (0.0478)0.0255 (0.0543)
Expenditure0.584*** (0.144)0.323** (0.161)0.320* (0.185)0.552*** (0.145)0.266 (0.163)0.243 (0.186)
Income = 10.186 (0.124)0.0481 (0.140)0.0589 (0.159)0.205 (0.125)0.0501 (0.140)0.0225 (0.159)
Income = 20.337* (0.202)0.0644 (0.224)−0.00166 (0.256)0.336* (0.203)0.0248 (0.226)−0.0758 (0.256)
Income = 30.460 (0.312)0.286 (0.348)0.431 (0.424)0.458 (0.311)0.308 (0.347)0.406 (0.421)
Exp × income = 1−0.386** (0.193)−0.0362 (0.216)−0.308 (0.247)−0.406** (0.193)−0.0320 (0.216)−0.241 (0.247)
Exp × income = 2−0.348 (0.263)0.150 (0.297)−0.124 (0.336)−0.367 (0.267)0.188 (0.300)−0.0594 (0.339)
Exp × income = 3−0.499 (0.344)−0.148 (0.385)−0.802* (0.464)−0.472 (0.344)−0.149 (0.384)−0.790* (0.463)
Nets_Friends   −0.0104 (0.0878)0.00419 (0.0983)0.0810 (0.112)
Nets_Relatives   0.178** (0.0884)0.248** (0.0994)0.147 (0.113)
Nets_NGO   −0.0106 (0.119)0.0109 (0.134)0.346** (0.153)
Government   0.179 (0.121)−0.0348 (0.137)−0.183 (0.157)
Constant1.327*** (0.185)1.457*** (0.209)1.362*** (0.237)1.177*** (0.198)1.265*** (0.225)1.143*** (0.253)
Observations383377378383377378
R20.1070.0820.0330.1250.1000.058

Note:

Unstandardized coefficients are reported with standard errors in brackets: ***p < 0.01, **p < 0.05 and *p < 0.1

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