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 Options Q&A and Discussions, Covered calls, protective puts...

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SUSTOS
post Oct 11 2021, 09:16 PM, updated 2y ago

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So, Ramjade got a new home I hope. You can "promote" you DIY-"premium" strategies here. All Q&As, discussions and "debates" regarding options and their strategies are welcomed.

QUOTE(small forumer @ Oct 11 2021, 08:59 PM)
Hi, I'm new to options
Is it really worth it for selling options?
From my understanding, you'll get the premium as "dividend" by selling options.
But what if the price goes down alot and the option got executed, isn't that loss might be huge comparing with the premium?
*
WARNING to beginners and the inexperienced: Options are highly risky and are strictly NOT for the faint-hearted. Basic understanding of the underlying securities of the derivative products (here, options) is definitely needed. Further study of the Black-Scholes Option Pricing formula is highly recommended.

https://www.investopedia.com/terms/b/blackscholes.asp

https://en.wikipedia.org/wiki/Black%E2%80%93Scholes_model

(Black-Scholes model is also used to price the stocks options granted to the executives of listed companies under the employee's stock plan in major MNCs)

People have ended up committing SUICIDE because of misunderstanding of options. https://www.forbes.com/sites/sergeiklebniko...sh=308843516384

Caveat lector!

This post has been edited by TOS: Oct 12 2021, 08:53 AM
SUSTOS
post Oct 12 2021, 08:56 AM

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To enhance your understanding of options in a proper manner, here is an extract of "options" reading materials from my Finance textbook. (Exercises included tongue.gif)

It's 90-page long and include 2 chapters. The Black-Scholes model is discussed in the second chapter, options valuation.

This post has been edited by TOS: Oct 12 2021, 09:01 AM


Attached File(s)
Attached File  Options___Investments_by_Zvi_Bodie_Alex_Kane_Alan_J._Marcus.pdf ( 4.85mb ) Number of downloads: 304
SUSTOS
post Dec 23 2021, 01:58 PM

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https://www.cnbc.com/2021/12/22/options-tra...-investors.html
SUSTOS
post Jan 28 2022, 09:53 PM

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I recently borrowed this book from my uni's library, a great read for those with finance background and retail investors alike.

Very new book written in late 2021, so it covers cryptos and SPACs as well as topics like ESG investing (oh and also GameStop...).

https://www.wiley.com/en-us/Modern+Portfoli...p-9781119818502

(You can find free PDF versions online, but due to copyrights issues I won't post any links here)

Here's the chapter on options and derivatives in general.

Since our friend Ramjade likes to promote options investing, especially "weekly options", here's something to be cautious of (from page 18 of the PDF attached, or page 607 of the actual book):

QUOTE
Imagine writing an out-of-the-money call that expires in two months, where you collect $1,000 in premium on an underlying position that is worth $50,000. Six weeks pass, and the underlying price has drifted down a bit. The call’s market price is $75. On a mark-to-market basis you have made 92.5% of the original maximum gain in the trade. Time decay is working in your favor, and as shown in Figure 10.2, the rate of decline is getting faster as expiration approaches. What do you do?

An inattentive seller might let nature take its course. After all, there is a much lower chance today of the option going into the money. An easy non-decision is to simply wait, and let the option slide into worthlessness. But what if you are wrong? If good news comes out about the company or the sector, the option could quickly move to be in the money. The chance to make an extra $75 from the remaining time decay could end up costing hundreds or thousands of dollars.

Dealing with short-dated options is a highly specialized activity often best left to professionals. Investors would do well to declare victory, buy back the very cheap option, and let someone else worry about the tail risk that can sink such a position. Most people, however, let inertia take over. The vast majority of the time, inertia will not hurt you. After it has, however, the next position in short calls will receive more attention. Remember the adage, “Bulls can make money. Bears can make money. Pigs get slaughtered.”


The last line is striking: Bulls can make money. Bears can make money. Pigs get slaughtered.

Don't be a pig... sweat.gif

P.S. If anyone wants the whole book PM me for further details.

This post has been edited by TOS: Jan 28 2022, 09:55 PM


Attached File(s)
Attached File  Modern_Portfolio_Management_Moving_Beyond_Modern_Portfolio_Theory_by_Petzel__Todd_E.__Chapter_10_Derivatives_.pdf ( 420.88k ) Number of downloads: 60
SUSTOS
post Jun 29 2022, 02:27 PM

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CME Group Inc

CME looks to lure retail traders with daily options frowned on in Europe
Chicago exchange group launches contracts that track up or down moves in indices and commodities

by Eric Platt and Joe Rennison in New York (11 HOURS AGO)

» Click to show Spoiler - click again to hide... «

SUSTOS
post Feb 11 2023, 12:32 PM

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WSJ MARKETS: THE INTELLIGENT INVESTOR

Why Investors Are Piling into Funds That Promise Not to Beat the Stock Market
After great returns last year, covered-call funds are all the rage among income-oriented investors. But their high yields aren’t a free lunch.

https://www.wsj.com/articles/covered-call-e...share_permalink
SUSTOS
post Apr 7 2023, 07:08 PM

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WSJ MARKETS JOURNAL REPORTS: INVESTING MONTHLY

Options Investors Face Challenges in a Volatile, but Flat, Stock Market
The lack of a sustained move up or down in the market increases the likelihood that options contracts will expire worthless

https://www.wsj.com/articles/options-invest...share_permalink
SUSTOS
post May 20 2023, 04:58 PM

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Does anyone know how to price exchange option using binomial tree replication?

This is a similar version to my final exam question (with S_b changed to 100 = S_a)...

» Click to show Spoiler - click again to hide... «


I tried replicating using delta_a shares of stock A and delta_b shares of stock B, but couldn't solve for either deltas...

Here's my trial:

First I create the one-step "ratio" binomial tree.

t = 0 --> t =1

S_a/S_b = 100/100 = 1 --> u*(S_a/S_b) = 2

or --> d*(S_a/S_b) = 0.5

Now start with delta_a shares of stock A and delta_b shares of stock B. Ratio at t = 0 = (delta_a*S_a)/(delta_b*S_b) = delta_a/delta_b

At t = 1, the ratio of the delta_a stock A over delta_b stock B becomes: (delta_*S_a)/(delta_b*S_b) = (delta_a/delta_b)*2 for the upside node and (delta_a/delta_b)*0.5 for the downside node.

And then I am stuck here... Not sure how to proceed. tongue.gif

This post has been edited by TOS: May 20 2023, 04:58 PM
SUSTOS
post May 24 2023, 03:56 PM

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QUOTE(TOS @ May 20 2023, 04:58 PM)
Does anyone know how to price exchange option using binomial tree replication?

This is a similar version to my final exam question (with S_b changed to 100 = S_a)...

» Click to show Spoiler - click again to hide... «


I tried replicating using delta_a shares of stock A and delta_b shares of stock B, but couldn't solve for either deltas...

Here's my trial:

First I create the one-step "ratio" binomial tree.

t = 0 --> t =1

S_a/S_b = 100/100 = 1 --> u*(S_a/S_b) = 2

or --> d*(S_a/S_b) = 0.5

Now start with delta_a shares of stock A and delta_b shares of stock B. Ratio at t = 0 = (delta_a*S_a)/(delta_b*S_b) = delta_a/delta_b

At t = 1, the ratio of the delta_a stock A over delta_b stock B becomes: (delta_*S_a)/(delta_b*S_b) = (delta_a/delta_b)*2 for the upside node and (delta_a/delta_b)*0.5 for the downside node.

And then I am stuck here... Not sure how to proceed. tongue.gif
*
For those who are interested, the solution is posted in the word file below (zipped as forum does not allow upload of .docx files):

Attached File  Exchange_Option_Binomial_Tree_Pricing.zip ( 13.23k ) Number of downloads: 10

SUSTOS
post May 25 2023, 07:10 PM

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QUOTE(TOS @ May 24 2023, 03:56 PM)
For those who are interested, the solution is posted in the word file below (zipped as forum does not allow upload of .docx files):

Attached File  Exchange_Option_Binomial_Tree_Pricing.zip ( 13.23k ) Number of downloads: 10

*
Sorry, I forgot to include the solution for pricing the American exchange option yesterday. Yesterday's answer refers to the European exchange option only. Here's the new, updated answer file with the pricing of American exchange option:

Attached File  Exchange_Option_Binomial_Tree_Pricing.zip ( 13.83k ) Number of downloads: 6



SUSTOS
post Aug 20 2023, 08:37 AM

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FT Charts that Matter: S&P 500

Surge in zero-day options sparks fears over market volatility
Very short-dated options account for 43% of volume in S&P 500 options

by George Steer (AUGUST 19 2023)

» Click to show Spoiler - click again to hide... «


Source (with paywall): https://www.ft.com/content/7799af5a-f62d-49...88-8aa53e205e47
SUSTOS
post Sep 13 2023, 07:08 AM

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WSJ FINANCE | STOCKS

Amateurs Pile Into 24-Hour Options: ‘It’s Just Gambling’
Rookie speculators try to strike it big on short-term investments that often act like lottery tickets

https://www.wsj.com/finance/stocks/options-...share_permalink
SUSTOS
post Nov 11 2023, 09:24 AM

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FT Alphaville: Derivatives

Crunch time for LOBO
If this dog were an option, would it be exercised?

by Nicholas Dunbar (YESTERDAY)

» Click to show Spoiler - click again to hide... «


Source (with paywall): https://www.ft.com/content/b497ce90-c591-40...dc-05c220422206
SUSTOS
post Dec 12 2023, 11:19 PM

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WSJ FINANCE

The Adrenaline-Fueled Trades Sweeping the Market
Activity for stock options is headed for a record in 2023, with an average 44 million contracts changing hands daily

https://www.wsj.com/finance/stocks/the-adre...share_permalink

-------------------------------------------

WSJ FINANCE | INVESTING | HEARD ON THE STREET

Eye-Popping Yields Mask Paltry Returns From These Funds
A retail trading boom has spawned ETFs paying fat dividends, but caveat emptor

https://www.wsj.com/finance/investing/eye-p...share_permalink
SUSTOS
post Jan 25 2024, 02:13 PM

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Tada tada... I like their marketing words:

QUOTE
“The sales team will start the marketing by asking this to their clients: do you believe the CSI 500 could fall by more than 20 per cent? If not, you should buy a snowball as a safe bet,” said the head of a medium-sized Chinese brokerage that sells snowballs.
FT Chinese equities

Chinese retail investors hit by big losses in ‘snowball’ derivatives
Wipeout in contracts sold as safe investments is feeding erosion of confidence in domestic stocks, analysts say

by Cheng Leng in Hong Kong (41 MINUTES AGO)

QUOTE
user posted image

The Harbin ice festival in north-east China. Sales of so-called snowball derivatives, named because of the steady returns they can accumulate for holders, rose in 2021 as retail investors chased higher yields © Andrea Verdelli/Bloomberg


Chinese retail investors who loaded up on derivatives that rely on calm market conditions have been hit with heavy losses, further undermining confidence in the country’s sputtering equity market.

So-called snowballs, which promise a stream of sizeable interest payments as long as stock indices trade within a certain range, have grown to an estimated Rmb320bn ($45bn) market in China.

Brokerages and private wealth managers increased sales of such derivatives — named because of the steady returns they can accumulate for holders — in 2021, touting the higher yields on offer at a time when equity markets were relatively placid.

But a protracted stock rout since late 2023 has led to indices breaching a lower limit embedded in the contracts, triggering so-called knock-ins that leave many holders facing substantial losses on their original investment unless stocks rebound.

Most of the estimated Rmb327.5bn of outstanding snowballs are tied to the CSI 500 index of Shanghai- and Shenzhen-listed stocks and its small-cap counterpart the CSI 1000, according to Zhao Wei, an analyst Sinolink Securities.

Zhao said there had been a “wave” of snowballs “knocked in” when some Chinese stocks sank to a five-year low this week. Markets have since been steadied by Chinese Premier Li Qiang’s promise of “forceful” state support to halt the sell-off.

Retail investors are now left nursing big losses on investments they say were marketed as relatively safe alternatives to bank deposits.

“The sales team will start the marketing by asking this to their clients: do you believe the CSI 500 could fall by more than 20 per cent? If not, you should buy a snowball as a safe bet,” said the head of a medium-sized Chinese brokerage that sells snowballs.

Stephanie Liu, a 34-year-old clerk working in Shanghai, clubbed together with friends to buy Rmb1mn worth of snowballs in June 2022. The contracts offered a 15 per cent yield over two years as long as the CSI 500 did not fall more than 20 per cent or rise more than 3 per cent.

Now her contract is on the verge of a “knock-in” threshold that would trigger a 20 per cent loss on her original capital unless there is a significant market rebound by June.

“I feel helpless and guilty [because of] my friends,” she said. “It is a situation that has no solution. It’s not the right question to ask why we bought snowballs, but why the index is performing like this.”

Despite their small size relative to the Chinese equity market as a whole, analysts said the wipeout for some snowball holders could exacerbate the country’s stock rout. Brokerages that sell the contracts typically buy stock futures to hedge their position. When knock-ins are triggered, they have to sell those hedges.

“In a downturn market, futures trading in link with snowball positions could intensify the selling pressure on Chinese stocks,” said Yu Mingming, an analyst at brokerage Cinda Securities.

The China Securities Regulatory Commission urged brokers in 2021 to strengthen their risk controls on snowballs and refrain from marketing them as fixed-income products. Still, the sector remains relatively loosely regulated.

The CSRC did not immediately reply to a request for comment.

Complex derivatives in products such as snowballs have backfired for Asian investors before.

In 2009 several major banks lost heavily after South Korean courts extricated hundreds of companies from contracts that could prove ruinous if the won moved outside set ranges.

South Korean retail investors’ appetite for so-called autocallables has also been blamed for hurting European stocks and depressing US stock volatility.

Additional reporting by Jennifer Hughes in New York
Source (with paywall): https://www.ft.com/content/3d154483-31c2-4b...44-06ac62461a41
SUSTOS
post Jun 1 2024, 09:40 PM

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NVDA's rally in the past week has been driven by the option market's "gamma squeeze".

https://archive.ph/IoCPr
SUSTOS
post Jun 20 2024, 08:47 PM

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Bloomberg Technology: Goldman Team Finds Alternative to Crowded TSMC Arbitrage Trade

Trading desk advises a put strategy to monetize ADR premium
ADRs have surged more than Taiwan stock on AI frenzy in the US

https://archive.ph/nG8QF
SUSTOS
post Aug 8 2024, 12:33 PM

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FT Exchange traded funds

Strategy guarding against sharp swings pummeled by market sell-off
‘Covered call’ ETFs were supposed to be a goldilocks investment but are not immune from sharp downturns

https://www.ft.com/content/2d2ce18b-f842-49...bf-f4b8c1190c0d

https://archive.ph/Km0gJ
SUSTOS
post Sep 10 2024, 10:49 PM

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WSJ FINANCE | STOCKS

The Boom in Zero-Day Options Is Coming for Tesla and Nvidia
Brokers and exchanges discuss expanding #0dte to options on individual stocks

https://www.wsj.com/finance/stocks/the-boom...share_permalink
SUSTOS
post Sep 30 2024, 08:44 PM

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For those interested in harvesting "volatility risk premium" by selling covered calls and puts (i.e. delta-hedged options).

QUOTE
Volatility risk premia refers to the fact that on average implied volatility in many asset classes is above realized volatility. This phenomenon can be consistently modeled withing incomplete markets framework, for example jump-di↵usion or stochastic volatility models. The situation is particularly clear in the equities space, where the risk premia harvested in “normal” times, via, say selling a portfolio of Delta-hedged options (e.g. in [Bakshi and Kapadia, 2015]), is partially paid back in the stressed regimes during which the Delta-hedged options portfolio, which is short Gamma, suffers losses.

In this project, we do simulations on harvesting volatility risk premia by short selling delta hedged options under different model assumptions and compare with the
theoretical gains by theoretical derivation. We found that both stochastic volatility and jumps will cause loss in our delta hedged option portfolio and there could be extremely large potential loss due to jumps. Finally, we also tests when volatility risk premia are harvested via volatility swap, how the delta hedged option’s value will change with different parameters


https://www.imperial.ac.uk/media/imperial-c...Lu_01210524.pdf

A very recent masters thesis from an Imperial maths student.

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