BA Economics

Topics: Poverty, Human rights, Civil liberties Pages: 4 (1074 words) Published: November 28, 2013
Sen, A. (1999), ‘Democracy as a Universal Value’, Journal of Democracy, Vol. 10, No. 3, pp. 3-17.

The idea of democracy as a universal commitment is quite new, and it is quintessentially a product of the twentieth century. The rebels who forced restraint on the king of England through the Magna Carta saw the need as an entirely local one. In contrast, the American fighters for independence and the revolutionaries in France contributed greatly to an understanding of the need for democracy as a general system. Yet the focus of their practical demands remained quite local--confined, in effect, to the two sides of the North Atlantic, and founded on the special economic, social, and political history of the region. A country does not ave to be deemed fit for democracy; rather, it has to become fit through democracy. This is indeed a momentous change, extending the potential reach of democracy to cover billions of people, with their varying histories and cultures and disparate levels of affluence.

This recognition of democracy as a universally relevant system, which moves in the direction of its acceptance as a universal value, is a major revolution in thinking, and one of the main contributions of the twentieth century. It is in this context that we have to examine the question of democracy as a universal value.

It is often claimed that nondemocratic systems are better at bringing about economic development. This belief sometimes goes by the name of "the Lee hypothesis," due to its advocacy by Lee Kuan Yew, the leader and former president of Singapore. He is certainly right that some disciplinarian states (such as South Korea, his own Singapore, and postreform China) have had faster rates of economic growth than many less authoritarian ones (including India, Jamaica, and Costa Rica). The "Lee hypothesis," however, is based on sporadic empiricism, drawing on very selective and limited information, rather than on any general statistical...
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