Title: Position Sizing: Bridging the Kelly Criterion, Pabrai's Asymmetry, and the "Thumb-Suck"
We spend a massive amount of time on Strawman debating what to buy, but the math that actually dictates long-term wealth creation comes down to how much we buy, and the exact mechanism we use to validate the downside.
I’ve been refining my portfolio construction framework to bridge high-level position-sizing theory with grounded, practical valuation. Here is how I am thinking about the workflow for capital allocation.
The Kelly Criterion is a mathematical formula designed to maximize portfolio growth by dictating your exact bet size based on your edge. It relies heavily on the Win/Loss ratio.
To get a high Kelly percentage safely, you don't necessarily need a 500% upside. You need to crush the denominator (the potential loss).
This is exactly what Mohnish Pabrai describes with his Dhandho framework: "Heads I win, tails I don't lose much." If you find a business where the market has fundamentally mispriced the downside risk, the Win/Loss ratio expands massively. When the probability of permanent capital loss approaches zero, the Kelly math permits you to swing a much heavier bat.
The problem is that in the stock market, our upside and downside are estimates. Overestimating your edge leads to catastrophic over-betting. So, how do we actually prove the downside is protected before allocating capital?
Instead of building a 10-year DCF with a dozen fragile variables, I use Andrew Page's "thumb-suck" method to reverse-engineer the required return. It forces one ruthless question: What does the market have to believe for me to make a 10% annualized return?
The magic happens when you stress-test the Exit P/E. I take a core company and intentionally crush the exit multiple down to its historical worst-case scenario. If I assume the multiple compresses severely over the next 5 years, but the baseline earnings growth means the current share price still falls below my Max Buy Price, I have found Pabrai's asymmetric setup.
Once the thumb-suck proves the downside is mathematically capped, the Kelly Criterion dictates how to exploit it.
Because we have proven the expected loss is incredibly low, the math justifies a large position size. Applying Gaurav Sodhi’s logic: total portfolio contribution is driven by absolute dollars, not percentage vanity metrics.
The TL;DR Workflow: Find the business -> Crush the Exit P/E using the thumb-suck to prove the downside is capped -> Use the resulting asymmetric risk profile to justify a heavy 10-15% Kelly position size.
I'm curious how others here approach the intersection of valuation and position sizing. Do you have a hard cap for your core pillars, or do you let the valuation dictate the maximum weighting?
*** How does this flow feel for the community? We can tweak the tone or expand on any of the sections if you want to emphasize a particular point.
Note generated by AI with my inputs based on stock take dicussion form itelligent investor