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ollama-model-training-5060ti/training_data/curated/text/015ea557b6a44d6315c95ef20eda7d3a03e1faf59a3427e302e37f1a312b64ed.txt

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858 Part VI: Measuring and Trading Volatility
FIGURE 40-5.
Gamma comparison, with XYZ = 50, t = three months.
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0 6
0
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<ti
E 4 E
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TABLE 40-5.
40 45
Low Volatility
Very High Volatility
50 55 60
Strike Price
65
Gamma comparison for varying volatilities (XYZ = 50, t = 3
months).
Gamma Very
Strike Low Volatility High Volatility High Volatility
40 .003 .013 .017
45 .039 .039 .022
50 .086 .057 .024
55 .057 .049 .025
60 .015 .028 .023
65 .002 .012 .020
As before, the position still has a delta long of almost 700 shares. In addition,
one can now see that it has a positive gamma of over 300 shares. This means that the
delta can be expected to change by 328 shares for each point that XYZ moves: If it
moves up 1 point, the delta will increase to +1,014 (the current delta, 686, plus the
gamma of 328). However, ifXYZ moves down by 1 point, then the delta will decrease
to +358 (the current delta, 686, less the gamma of 328).
Note that, in the above example, if XYZ continues higher, the gamma will
remain positive (although it will eventually shrink some), and the delta will continue
to increase. This means the position is getting longer and longer - a fact that makes