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SP = T d 2 + ( X ) X + T d 2 + X ( X )

The government should subsidize technological imitation because it brings benefits to other firms in the economy besides the imitator. And of course, the business climate has to favor foreign direct investment and imports of machines, not to mention entrepreneurs in general.

SP = T d 2 ( X ) + X T d 2 + X ( X )



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We ve dropped the boundary terms, which must vanish for Neumann boundary conditions in the case of open strings or for the requirement of periodicity for closed strings. Since X is arbitrary and SP = 0, it must be the case that + X = 0 (2.46)





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We come very close here to the art of what works. Still, we ask of Easterly: which technology Should the government subsidize the visit of Quader s 130 workers to Korea before we have any evidence that the textile industry might work in Bangladesh If so, we have the impossible task of subsidizing visits of everyone to everywhere, for all kinds of technology, in the hope that something will click. For, as Easterly notes, we can t know beforehand which technology will work out the best:

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In the next chapter, we will consider the hamiltonian and stress-energy tensor and write down conserved charges and currents for the string. Right now, let s focus on nding a solution of the wave equation given in Eq. (2.46). From elementary mechanics, we know that the solution of a wave equation can be written in terms of a superposition of waves moving to the left on the string and waves moving to the right on the string. If the motion is in one dimension (call it x), then we can write down a solution of the form f (t , x ) = fL ( x vt ) + fR ( x + vt ) We will write the equations of motion for the relativistic string in the same way. We have a solution which is a superposition of left-moving components X L ( + ) and right-moving components X R ( ):

X ( , ) = X L ( + ) + X R ( )

Yet Easterly fails to offer specific policies on how to subsidize technological imitation before it starts to happen. That s because it s an impossible task. You can t know what s worth imitating until it has started to succeed. You can t predict coup d oeil. But you can subsidize resolution after the imitation starts. So your policies must be able to react quickly to what works, rather than trying to predict it. Easterly does not quite solve the puzzle of elusive growth, but he comes close. And we re just glad to find a World Bank economist who favors the art of what works. Let s turn now to the IMF.

(2.47)

You should recall from partial differential equations that the most general solution can be written as an expansion of Fourier modes. Here, we denote these modes as k , and write the left-moving and right-moving components as

Here we meet the familiar face of Joseph Stiglitz, our 2001 Nobel Prize winner in economics. He led off our first chapter with a quote on imperfect information the fog of strategy that expert intuition cuts through. In the 1990s, Stiglitz served on the president s Council of Economic Advisers for 4 years and then spent 3 years as chief economist and senior vice president of the World Bank. In Globalization and its Discontents, Stiglitz reports especially on his dealings with the IMF. He endorses the original mandate of the IMF, in the tradition of Lord Keynes, the great economist who helped found it. But over the decades, Stiglitz believes, the IMF has strayed:13

(2.48)

X R ( , ) =

Founded on the belief that markets often work badly, it now champions market supremacy with ideological fervor. . . . Keynes would be rolling over in his grave if he were to see what has happened to his child.

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