Real Option AI: Reversibility, Silence, and the Release Ladder
I. Sebastian Buhai

TL;DR
This paper models AI product release strategies as optimal real options, analyzing how firms manage reversibility, disclosure timing, and strategic pivots under reputational learning and market dynamics.
Contribution
It introduces a novel framework for understanding AI release cadences using real options theory, incorporating reversibility, disclosure timing, and endogenous market adoption.
Findings
Optimal release windows are characterized by a two-rung ladder structure.
Market leverage creates an irreversibility wedge affecting strategic decisions.
Telemetry patterns in disclosures align with model predictions on release timing and pivots.
Abstract
We model the cadence of AI product releases, i.e. quiet spells, reversible patches, and rarer pivots, as optimal exercise of strategic real options under reputational learning. A privately observed technical state follows a diffusion. The firm controls two upgrade options with asymmetric costs and reversibility (a cheap patch and a costly pivot) and a publication-frequency clock, a Cox process whose intensity governs when noisy public performance and safety signals are disclosed. For sufficiently low clock costs the optimal policy posts observable clock-off windows around knife-edge regions. These windows shut down the martingale part of public beliefs, eliminate knife-edge mixing, and collapse behavior to a two-rung release ladder with endogenous triggers, jump targets, and no interior mixing. Within stationary Markov strategies we show that this ladder is uniquely characterized by a…
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Taxonomy
TopicsCapital Investment and Risk Analysis · Stochastic processes and financial applications · Corporate Finance and Governance
