Add training workflow, datasets, and runbook
This commit is contained in:
@@ -0,0 +1,16 @@
|
||||
EXHIBIT 13.4 The effect of time on P&(L).
|
||||
As time passes, the reduction in profit is reflected by the center point of
|
||||
the graph dipping farther into negative territory. That is the effect of time
|
||||
decay. The long options will have lost value at that future date with the
|
||||
stock still at the same price (all other factors held constant). Still, a move in
|
||||
either direction can lead to a profitable position. Ultimately, at expiration,
|
||||
the payoff takes on a rigid kinked shape.
|
||||
In the delta-neutral long call examples used in this chapter the position
|
||||
becomes net long stock if the calls are in-the-money at expiration or net
|
||||
short stock if they are out-of-the-money and only the short stock remains.
|
||||
Volatility, as well, would move the payoff line vertically. As IV increases,
|
||||
the options become worth more at each stock price, and as IV falls, they are
|
||||
worth less, assuming all other factors are held constant.
|
||||
A delta-neutral short-gamma play would have a P&(L) diagram quite the
|
||||
opposite of the smiley-faced long-gamma graph. Exhibit 13.5 shows what is
|
||||
called the short-gamma frown.
|
||||
Reference in New Issue
Block a user