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Let's now consider the hypothesis
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that there are long swings
and exchange rates,
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and you can think of this
as one possible theory
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of currency movements
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which you can contrast
with other approaches
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such as the random-walk hypothesis.
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Here's a history of the exchange rate:
the US dollar against the German mark.
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So you can see there might appear
to be some long swings here.
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So if you look at the late 1970s,
the dollar is pretty consistently falling.
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Then there's a turning point in 1980,
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and there's a period of about five years
where the dollar is rising quite strongly.
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And then, perhaps, the bubble bursts.
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In 1985, the dollar is
falling pretty suddenly.
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And then there's a longer period
of a slower fall in the dollar;
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think of that as another swing.
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And then we have
this other turning point in 1995
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where, after which,
the dollar against the German mark
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seems to be rising again.
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So in these data, it appears we see
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a certain amount of momentum
in exchange rates
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punctuated by periodic changes
in the direction of that momentum.
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Note, of course,
that this may be in conflict
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with an efficient-markets hypothesis.
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If there's momentum and exchange rates,
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it would seem that perhaps traders can
take advantage of this momentum
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by trading against where they know
the exchange rate to be going.
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This has been for a long time a puzzle
in the theory of international currencies.
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As you can see in that graph of data,
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the long swings hypothesis may be
combined with the view
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that there is periodic regime-switching.
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So, instead of the dollar going up
for a number of years,
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the dollar may be going down
for a number of years.
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But, of course, once you take
regime-switching into account,
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the notion of momentum is
no longer so secure.
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If you're trading on the basis
of expecting momentum,
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well, it could be the case
that regime-switching
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will turn the market against you.
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The long-swings hypothesis
is taken seriously,
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but as a hypothesis,
not as an established truth.
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One point is simply that
the long-swings view
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seemed to hold better in the 1980s
than it has held up since then.
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Another problem with the hypothesis
is, again, if you look at this picture
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of the exchange rate as a whole,
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yes, it may be consistent
with long-swings view,
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but it's also consistent
with a lot of other processes
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which may be determining
the movement of exchange rates.
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For instance, if the exchange rate
is a random walk,
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it may also be the case that
you end up with a picture
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which looks exactly like this.
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So the tests we apply to the data,
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when it comes to
the long-swings hypothesis,
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we are, at best, getting
a do-not-reject result
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and that's quite different from
an accept-the-hypothesis result.
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To read more on
the long-swings hypothesis,
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I would recommend these pieces here
which are available online,
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and see also a number of related videos
contained in this course listed here.