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The probability of an up move is equal to 1 minus the probability of a down move
Vt(T) = St - (Fo(T) / (1+Rfr)^T-t)
an item that is very difficult to sell short (non-monetary benefits of holding onto the asset)
interest rates are inversely related to put option prices and directly related to call option prices
The only difference is that all FRAs have 0 value at the beginning of
when you create the contract, so the swap (since it is agreed upon in
the past) will have cash flows with value
because at the end of each day they settle the futures accounts and
you can withdraw money out for your benefit sooner than when the
contract expires
never in history
the price is the price specified in the contract at which the two parties agree to trade the underlying asset in the future
(1+Rf - size of downward move) / (size of an up move - size of a down move)
one party makes fixed rate interest payments on a notional principal amount and the other makes floating rate payments
the fixed rate part of the forward is not necessarily always the same,
whereas the swap will be because it is agreed upon in advance
when the underlying asset has no cash flows (there is no value to exercising the option early)
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