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Questions tagged [option-strategies]

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0 votes
0 answers
37 views

Accounting of a stock put option for Monthly % Changes

am looking to backtest a strategy of systemic put buying on an equity index (e.g SPX Index) so say a strategy of buying 1Y 90% SPX Puts rolled 1 day prior to expiry. As opposed to only calculating the ...
nzc's user avatar
  • 11
0 votes
0 answers
92 views

Options strategy expiration probability

Big picture For any options strategy, for any segment between zero profit (breakeven) points, I want to calculate probabilities of the underlying instrument price will be within a segment at ...
plkn's user avatar
  • 121
2 votes
1 answer
463 views

Optimal delta-hedging frequency when gamma scalping

Is there a practical way to calculate a delta threshold for rebalancing when gamma scalping? I know it does not effect expected P&L, but what about optimizing for P&L sharpe ratio after ...
helloimgeorgia's user avatar
2 votes
0 answers
122 views

question on risk reversal P/L example in Euan Sinclair's book 'positional option trading'

I am reading Euan's book, ‘positional option trading’ and have a question about risk reversal P/L example. Here is description 'Consider a 1-month risk reversal on a \$100 stock. The 20-delta put (91 ...
fred222's user avatar
  • 21
2 votes
0 answers
40 views

Is there a strategy to increase the granularity of a deep in the money options contract?

My aim to get as close as possible to a "mini" deep in the money options contract. But mini contracts aren't generally available and buying regular 100 packs of high priced stocks is ...
user27636's user avatar
  • 121
1 vote
1 answer
103 views

In the CRR model, describe the strategy replicating the payoff $X=(S_T-K)^{ +} +a(K-S_{T-2})^{+ }$ for $a \neq 0$ [closed]

In the CRR model, describe the strategy replicating the payoff $X=(S_T-K)^{ +} +a(K-S_{T-2})^{+ }$ for $a \neq 0$ $X$ consists of two parts: European call option with strike price $K$ and expiration ...
timofiej8384's user avatar
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0 answers
87 views

Trading options - risk adjusted return

I have often wondered what kind of risk restrictions do traders of options in Hedge funds have but have not managed to find any information on this matter. I presume there must be some kind of measure ...
fwd_T's user avatar
  • 747
2 votes
1 answer
73 views

Reverse convertible coupon determination

I had a question about the coupon level determination for a simple reverse convertible product. Assuming risk free rates are 4% while premium on short put is 5%, typical text-books would then quote ...
Mazarin's user avatar
  • 21
0 votes
1 answer
481 views

How to simulate a delta hedged option strategy

I'd like to do a montecarlo simulation of a $\Delta$ hedged strategy (long OTM call) to see how the PnL distributes on cases like: $\sigma_{bought} < \sigma_{realized}$ $\sigma_{bought} > \...
Oliver Mohr Bonometti's user avatar
1 vote
1 answer
353 views

$\mathbb{Q}$ measure and $\mathbb{P}$ measure, trading strategy

I just want to be sure if my thinking is correct and does not have any flaws. Let's define stock as a process $S$ (see the picture below) with real-world measure $\mathbb{P}$, where $p=0.9$ and Bonds ...
lukas kiss's user avatar
1 vote
2 answers
238 views

I can’t understand why the premium of two butterflies with same strike but different broadness are approximately the same

Consider the following premiums of calls option with different strikes. C90 = 57.35 C95 = 52.55 C100 = 47.3 C105 = 42.9 C110 = 38.25 In this case, the butterfly 90-100-110 cost 1 and the 95-100-105 ...
Alexandre Borel's user avatar
1 vote
0 answers
165 views

Why should delta-neutral backspread always result in credit?

Natenberg mentions in chapter titled "Volatility Spreads" : under the assumptions of a traditional theoretical pricing model, a delta-neutral ratio spread where more options are purchased ...
Shreyans's user avatar
  • 207
2 votes
0 answers
97 views

What are some good books to get started with option theory? [duplicate]

Recently graduated in econometrics but starting to realize my knowledge is limited. Any and all tips are welcome!
Max van Leeuwen's user avatar
6 votes
2 answers
4k views

What is gamma to do with realized volatility?

I keep hearing that gamma is a bet on realized volatility. That is, if we are long gamma then we need higher realized volatility to come in the future in order to make a profit. from other source: If ...
dopller's user avatar
  • 173
2 votes
0 answers
118 views

Risk-managing vanilla books (sell-side)

I am interested in learning more about how traders risk-manage books of vanilla options. I presume there should be a fairly standard list of facts. For the moment, the area of interest is FX, as ...
fwd_T's user avatar
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