Moontower by Kris Abdelmessih
Moontower by Kris Abdelmessih
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A Simple Demonstration of Return Vs Volatility

Arithmetic returns Expected return for a bet is the simple probability-weighted average of outcomes. If there is a 50% chance of a bet making 21% and a 50% chance of it returning 19% this it’s a good bet that is also not volatile. You expect to make 20% on average (despite the fact that you can’t ever make that on any single bet since you can only earn 19% or 21%). Your expected terminal wealth after a single trial is 1.2x what you started with. Since we took a simple average of the outcomes we computed an arithmetic mean return of 20% Compounded returns For multi-period investing where we do not take any distributions or “money off the table” we cannot use simple arithmetic means to compute an expected return. Consider the same bet after 2 trials. These are the 4 possi
A Simple Demonstration of Return Vs Volatility

A Cockpit View Of Q3

I recently built this cockpit view to see what’s going on in markets. I’ll be iterating on it as well as creating a page to incorporate my portfolio so I can do some high level bucketing by asset class, vol weights, and portfolio correlation. It won’t take much to get it to a suitable template for the personal account. I’ll probably add proxy benchmarks to mimic private fund holdings that hold public securities. However, there won’t be accounting for angel investments. I hold them at cost on the spreadsheet and at 0 in my brain regardless of their “valuation”. If anything hits, I figure my kids will thank me one day. If not, and I trained them well, they’ll drag me over the foregone beta return. They own a lookback option on our sense of guilt. That goes beyond finances I’m sure.
A Cockpit View Of Q3

Options Riddle

I saw a familiar type of riddle on Twitter that was directed at fundamental PMs. I gave a lazy answer and later improved it with a better answer after my half-assed-ness gnawed enough at me. I’ll reprint the riddle and the better answer here but spelling out the steps in greater detail than I did on twitter. Question: Estimate the price of a $180 call (20% OTM) on a $150 stock with 50% volatility, 3 months to expiry 150 Call Calculation (The ATM option) We start by estimating the at-the-money (ATM) call value using: ATM straddle = .8 * stock price * implied vol * √(Time to expiry in years) ATM Call = .4 * stock pric
Options Riddle

“This was a vol event”

Equity markets have been crazy. In my caveman view, we just left a world where volatility markets were searching for vol buyers. The “job to be done” in options was to find a way to accumulate options without bleeding out. Selling had become too popular. At this moment, I suspect risk groups of discretionary capital have put yellow police tape on the option sell button. The market is now bidding for sellers so that’s probably the side that offers compensation. Do this at your own risk of course, shorting vol or anything for that matter is hard because it’s hard to time but also because it has diabolical math — if you’re wrong your losing position becomes bigger while your equity shrinks (when longs lose money the losing position becomes a smaller percent of your equity). Managing trad
“This was a vol event”
Just popping in to share my notes on 2 books. The links go to my notes. More Than A Numbers Game: A Brief History of Accounting by Thomas King Advanced Portfolio Management by Giuseppe A. Paleologo I picked up these books because of an interest in the practice of “measuring correctly”. Context always governs what “correct” means. A quote by Paleologo the opens Chapter 8: Understand your performance The Earth rotates around the Sun at a speed of 67,000mph. When I go out for my occasional run, my own speed is in the tens of thousands of miles per hour Should I take credit for this amazing performance? I w
This is a cross-post from The Success Paradox I was going to write about how to measure implied skew. The post would also have been a nice demonstration of why I write about options stuff in the first place (hint: it’s not because I think you should be trading options). You would walk away from the post excited by a new insight but rattled because it would crack a door you’d definitely prefer to keep closed. The anticipation is a tad cruel because I’m going to table that post for next time. I didn’t feel like breaking up today’s letter with nerd stuff. Dazed and Confused transpires over the last day of school. Randy “Pink” Floyd ain’t doing homework in the moontower and I’m not gonna be the cruel teacher who’s gonn
Check $Nine Energy Service Inc.(NINE)$ before thinking of buying this.. if you are thinking of investing in $Houston American(HUSA)$ , $Indonesia Energy Corp Ltd.(INDO)$ $Imperial Petroleum Inc(IMPP)$ $Camber Energy(CEI)$ .. think twice... of all the oil related stocks, going up, none of them doesn't have solid business like Nine energy.. due to covid their revenue reduced.. but their last quarter revenue way above analyst expectation.. Their 2022 guidance is huge.. With rise in oil demand, it is poised to rocket this year..

Short Where She Lands, Long Where She Ain’t

I published a new options post today. It’s one I’ve been meaning to put out for a while and it’s been sucking up most of my recent writing time. At the end of this post, I’ll explain what unlocked it for me. A walk-thru of the new post: Short Where She Lands, Long Where She Ain’t (Moontower) 🪝 The hook “The most you can lose when you buy an option is the premium” True or False? The Series 7 answer is True The volatility trader who delta hedges will say False Moontower says…let’s see how much mileage we can get from such a simple question. How will we measure success? Nothing less than completely changing how you think of options. Intro Newcomers to options
Short Where She Lands, Long Where She Ain’t

how arbitrage pricing creates opportunities for directional investors

This post starts with a response to a reader question but leads to a deeper question — do arbitrage-free prices present opportunities to fundamental or directional investors? One thing I’ll be doing more of is sharing my answers to reader questions. Here’s one that channels a topic that eternally confuses option investors when they learn about skew (emphasis mine): In your excellent article Lessons from the .50 Delta option, you wrote that by bidding up the put skew, the market makes call spreads more expensive. Combining this with your insights on the deeper understanding of vertical spreads, implied distributions, and thinking of spreads as odds, I was left wondering how the steepness of the skew relates to ou
how arbitrage pricing creates opportunities for directional investors

Options are ALWAYS about vol

Lots of fun stuff to learn today about options. Jumping right in. GLD and USO On the weekend of August 18th I pointed out that GLD ATM vol looked expensive as of the close on August 16th. I wrote about the setup and the performance after a week in the following posts respectively: Flash post on GLD vol (8/8/24) how many coin flips until your goal? (8/25/24) I did not put anything on myself as I prefer to stick to trades where my vol lens and directional bias overlap. I have no opinion on gold. It’s a small part of my overall asset allocation as is other crap I don’t understand like BTC and ETH. If my well-being in life ever r
Options are ALWAYS about vol

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