The Weaponization Objection
Decision Accounting

The Weaponization Objection: Why Public Welfare Scores Cannot Be Reliably Captured by Short-Sellers or Activists

core-claim
Core claim

Weaponization works against quarterly opaque scores, not Decision Accounting

The paper accepts the short-seller objection under naive implementation and rejects it under Decision Accounting. The difference is institutional design: latency, opacity, missing counterfactual records, and weak verification create the attack surface.

game-model
Attack model

The short-seller needs a fabricated signal to move βW before correction

The weaponization strategy is modeled as a trading game around a firm F, true welfare state W* ∈ [0,1], public score βW ∈ [0,1], administrator A, and short-seller S.

profit-condition
Profit condition

Weaponization pays only when score impact beats fabrication cost and expected penalties

The paper’s profit condition is E[π] = δ × λ × Q - cf - E. The strategy is profitable only if δ × λ × Q > cf + E.

naive-regime
Naive regime

Quarterly opaque publication gives fabricated inputs time to affect price

Under the naive regime, the administrator can incorporate a fake welfare signal before detecting it, and the trader can exit before the correction appears.

decision-accounting
Decision Accounting

Verification, audit trails, and continuous updates remove the trading window

Decision Accounting blocks the strategy by changing when signals enter the score, how they are checked, and how corrections are made visible.

information-asymmetry
Information asymmetry

The attack relies on private knowledge that the administrator cannot test in time

The fabricated signal works only if the short-seller knows both the signal and its falsehood while the administrator and market do not. Decision Accounting narrows that gap.

bad-equilibrium
Bad equilibrium

Naive βW turns a governance metric into a manipulation target

The bad equilibrium is a Hollow Win: the short-seller gains privately while destroying the public value of an informative welfare score.

good-equilibrium
Good equilibrium

Decision Accounting makes suspicious βW movements less profitable over time

Under Decision Accounting, manipulation does not occur in equilibrium because expected weaponization profit is non-positive for feasible parameter values.

propositions
Propositions

The formal result separates βW from the naive regime

Proposition 1 says weaponization is profitable under N iff δ × λ × Q > cf + E[penaltyN], while π(S, DA) ≤ 0 for all feasible parameter values.

falsification
Falsification

A successful 5% abnormal-return attack would falsify the theory

The paper gives an empirical failure condition: proper Decision Accounting is falsified if a short-seller weaponizes βW and earns abnormal returns exceeding 5% over a 90-day window.

counterarguments
Counterarguments

Legitimate negative research is price discovery, not weaponization

The paper separates fabricated welfare information from real negative information. Decision Accounting should admit the latter and exclude the former.

design-principles
Design takeaway

Benchmark design must target latency, opacity, missing records, and weak verification

The paper’s policy implication is narrow: do not implement βW as a static periodic score. Build it as market infrastructure with auditable inputs and falsifiable safeguards.