Add training workflow, datasets, and runbook
This commit is contained in:
@@ -0,0 +1,40 @@
|
||||
Chapter 35: Futures Option Strategies for Futures Spreads 701
|
||||
In some cases, the exchanges recognize frequently traded intermarket spreads
|
||||
as being eligible for reduced margin requirements. That is, the exchange recognizes
|
||||
that the two futures are hedges against one another if one is sold and the other is
|
||||
bought.
|
||||
These spreads between currencies, called cross-currency spreads, are so heavi
|
||||
ly traded that there are other specific vehicles - both futures and warrants - that
|
||||
allow the speculator to trade them as a single entity. Regardless, they serve as a prime
|
||||
example of an intermarket spread when the two futures are used.
|
||||
In the example above, assume the outright speculative margin for a position in
|
||||
either currency future is $1,700 per contract. Then, the margin for this spread would
|
||||
probably be nearly $1,700 as well, equal to the speculative margin for one side of the
|
||||
spread. This position is thus recognized as a spread position for margin purposes. The
|
||||
margin treatment isn't as favorable as for the intramarket spread (see the earlier soy
|
||||
bean example), but the spread margin is still only one-half of what one would have to
|
||||
advance as initial margin if both sides of the spread had to be margined separately.
|
||||
Other intermarket spreads are also eligible for reduced margin requirements,
|
||||
although at first glance they might not seem to be as direct a hedge as the two cur
|
||||
rencies above were.
|
||||
Example: A common intermarket spread is the TED spread, which consists of
|
||||
Treasury bill futures on one side and Eurodollar futures on the other. Treasury bills
|
||||
represent the safest investment there is; they are guaranteed. Eurodollars, however,
|
||||
are not insured, and therefore represent a less safe investment. Consequently,
|
||||
Eurodollars yield more than Treasury bills. How much more is the key, because as
|
||||
the yield differential expands or shrinks, the spread between the prices of T-bill
|
||||
futures and Eurodollar futures expands or shrinks as well. In essence, the yield dif
|
||||
ferential is small when there is stability and confidence in the financial markets,
|
||||
because uninsured deposits and insured deposits are not that much different in times
|
||||
of financial certainty. However, in times of financial uncertainty and instability, the
|
||||
spread widens because the uninsured depositors require a comparatively higher yield
|
||||
for the higher risk they are taking.
|
||||
Assume the outright initial margin for either the T-bill future or the Eurodollar
|
||||
future is $800 per contract. The margin for the TED spread, however, is only $400.
|
||||
Thus, one is able to trade this spread for only one-fourth of the amount of margin
|
||||
that would be required to margin both sides separately.
|
||||
The reason that the margin is more favorable is that there is not a lot of volatil
|
||||
ity in this spread. Historically, it has ranged between about 0.30 and 1.70. In both
|
||||
futures contracts, one cent (0.01) of movement is worth $25. Thus, the entire 140-
|
||||
cent historic range of the spread only represents $3,500 (140 x $25).
|
||||
(
|
||||
Reference in New Issue
Block a user