Amico, I think you've missed the point of this article... I don't need to read it fully to appreciate your unfortunate misunderstanding. The article discusses a setting where a bank (i.e. a market-maker) collects a premium for selling an option. This premium explicitly includes bid/offer and the purpose of dynamic hedging described is to retain as much of this bid/offer as possible with as little risk as possible.Here's IMO a good scientific example and explanation about Delta Hedging:
http://fedc.wiwi.hu-berlin.de/xplore/tutorials/sfehtmlnode33.html
(Chapter 7.3.1 Delta Hedging, Example 7.2 and 7.3, selling calls and dynamically hedging them)
As I understand it so far:
The goal is to secure the credit one gets upfront for the selling of the put or call, ie. it's about keeping it fully.
For this goal one has to do some delta-neutral hedging. And if done right, then the profit is guaranteed; there is no loss.
This is science, not gambling...
Of course assuming normal market conditions with no Black Swan events.
Now lemme ask you, are you a bank? Are you in a position to charge the mkt bid/offer? If not, everything that other posters have previously told you applies. You cannot be short gamma and make money by hedging, especially if you incur transaction costs.
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