How did medieval merchants solve the fundamental problem of exchange in long distance trade? What light does this shed on the prosperity of the Venetian Republic and Portugal before 1700?

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Maryam Shakiba - L100

How did medieval merchants solve the fundamental problem of exchange in long distance trade? What light does this shed on the prosperity of the Venetian Republic and Portugal before 1700?

Trading has been an elementary part of economies since the advantages of it were discovered. The ability to exchange goods greatly contributes to economic efficiency as it enables us to capture gains from natural comparative advantage and division of labour.

There are evident gains from trade when a country has an absolute advantage in the production of a good. A country is said to have absolute advantage in production if it can produce the same amount of output with less inputs relative to other countries.

This brings about a stronger economy, as there is greater specialisation and technical innovation, which has positive impact on the economy in the long run.

There are also gains in trade when a country has a comparative advantage in the production of a good. This is when the opportunity cost for producing a good is lower than that of another country. This results in a higher aggregate output, which means that gains can be split between both countries.

The fundamental problem of exchange has existed since the advantages of trade were discovered. It says that even if there are potential gains from trade, trade may still not occur as the lender will not want to lend without being assured that the borrower will not invest the money in a hopeless venture, or take the money and run. It is very difficult to be sure that the person on the other end of a deal will fulfil their contractual obligation. In short, in the absence of commitment, an exchange will not take place.

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The arguments against trade, if the other side of the bargain wants the maximum gain for him or herself, can be seen very clearly by using the ‘one-sided prisoner’s dilemma’.

Player I has the choice of either conducting an exchange or not. If no exchange is conducted, then both player I and II realise no gain. If player I does decide to exchange, player II has the choice to either cooperate or to renege. Both sides gain if player II cooperates, but if we are assuming that player II wants to maximise their own self interest then ...

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