1) RECENTLY, Black and Cooper (1987), Cooper (1989), Dollery (1989a) and Holden (1989) have applied the two-sector general equilibrium trade framework to provide a formal analysis of the economic effects of sanctions. Holden (1989) argues that unemployment can be generated within a two-sector, two-factor model with capital specificity and downward rigidity of real wages. The present paper builds on this approach and re-examines the impact of economic sanctions on each of unemployment, income distribution and national income. The factor-price-frontier geometry for two-sector models developed in Woodland (1977) and Mussa (1979) is adapted and used in the present paper. Unlike previous approaches, wage rigidity is assumed to be specific to the manufacturing sector. This accentuates unemployment in that sector. Capital is assumed to be perfectly mobile between the two sectors. Harris and Todaro (1970) were the original exponents of the basic framework describing the situation in many developing economies which suffer from both inter-industry wage-differentials and large-scale urban unemployment.*(2) This paper shows that under the Harris-Todaro assumptions, when capital mobility is introduced, while export embargoes and import sanctions have different impacts on income distribution and national income, urban unemployment generally deteriorates. Export embargoes lead to a lower agricultural wage and national income, import sanctions, while resulting in a lower agricultural wage, contrary to popular belief, yield a higher reward for capital and an increase in national income. These two scenarios clearly indicate asymmetrical effects on income distribution and national income.
SAJE v59(2) p119
The Dual-production ModelThe adaptation of the Harris-Todaro model employed here allows for intersectoral mobility of capital between two sectors 3/4 an agricultural sector (A) producing X a in rural areas and a manufacturing sector (M) producing, X m in urban areas.*(3) It is assumed that the manufacturing sector is relatively capital intensive, while the agricultural sector is relatively labour intensive. The production function for both agricultural and manufacturing goods are homogeneous of degree one in capital and labour. The two production functions are specified as;(1) X m = M (Km, Lm) (2) X a = A (K a , L a ) where K i , and L i denote capital and labour employed in the ith sector, respectively (i = a, m). Labour is fully employed only in the agricultural sector, where the real wage rate (w a ) is flexible. Unemployment of labour in the manufacturing sector arises from an institutionally determined real wage (w m ) which is rigidly set above the level required to clear labour markets and hence, labour migrates from the agricultural to the manufacturing sector. The employment of labour in the two sectors is determined by (3) w m -P m M L and (4) w a -P a A L , where p m and p a are the prices of manufacturing and agricultural goods; M L and A L are the marginal products of labour in the manufacturing and agricultural se...