Source
Invest Like the Best with Patrick O'Shaughnessy — William Hockey - Building the Operating System for the Dollar and Silicon Valley Heresy - [Invest Like the Best, EP.463] (March 17, 2026) ·
at 1:02:29 ▸
When this applies
when a new general-purpose technology emerges and you're deciding where in the value chain to position yourself
The takeaway
When a general-purpose technology arrives, look for who already owns large distribution and heavy cost structures that the technology can compress, rather than assuming value flows to the technology's direct producers.
Why it works
Historically, transformative infrastructure (railroads, ISPs, mobile networks) created the most value for the parties that already had massive distribution/cost structures to apply the new capability to (e.g., Standard Oil benefiting from railroads), not for the infrastructure builders themselves.
One level up
The biggest beneficiaries of a new general-purpose technology are usually incumbents who can apply it at scale to existing inefficiency, not the technology's own builders.
Where it stops holding
This stops working if the new technology itself becomes the scarce, monopolizable bottleneck (unlike historical infrastructure that commoditized quickly), in which case value could stay with the builders.
Detail
approach: Identify incumbents with massive distribution and high cost structures (e.g., large banks) as the likely largest beneficiaries of AI, rather than AI-native startups.
signals:- heavy headcount-driven cost structure
- large existing distribution/brand
- inefficient incumbent operations ripe for AI-driven cost-cutting
rationale: The value in railroads accrued to the oil companies... What is the equivalent area for AI? ... the biggest, fattest, most inefficient brands are even the best beneficiaries of AI because brands have a massive moat.
In their words
The value in railroads accrued to the oil companies. That's a little bit hard to fundamentally understand. The standard oil is the biggest beneficiary, biggest boon for railroads by an order of magnitude.