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We argue this framing is wrong in mechanism but partially correct in conclusion, and that the correction matters for both theory and policy. \\textbf{Agents are not labor; they are a production technology that converts compute capital $K_c$ into effective units of cognitive labor $L_A$.} Once this is recognized, the elastic-supply margin that anchors the equilibrium wage migrates from the labor market to the compute capital market. Building on the textbook factor-pricing framework \\citep{mankiw2020}, we derive a \\emph{Compute-Anchored Wage} (CAW) bound stating that, on tasks where human and agent cognitive labor are substitutes, the competitive human wage is bounded above by $\\lambda \\cdot k \\cdot r_c$, where","title":"Who Prices Cognitive Labor in the Age of Agents? A Position on Compute-Anchored Wages","url":"https://arxiv.org/abs/2605.05558","vendor":"arxiv_cs_ai"},"summary":"arXiv:2605.05558v1 Announce Type: new \nAbstract: A natural intuition about the economics of AI agents is that, because agents can be replicated at near-zero marginal cost, they constitute a labor input in infinitely elastic supply, and therefore drive cognitive-labor wages to zero. We argue this framing is wrong in mechanism but partially correct in conclusion, and that the correction matters for both theory and policy. \\textbf{Agents are not labor; they are a production technology that converts compute capital $K_c$ into effective units of cognitive labor $L_A$.} Once this is recognized, the elastic-supply margin that anchors the equilibrium wage migrates from the labor market to the compute capital market. Building on the textbook factor-pricing framework \\citep{mankiw2020}, we derive a \\emph{Compute-Anchored Wage} (CAW) bound stating that, on tasks where human and agent cognitive labor are substitutes, the competitive human wage is bounded above by $\\lambda \\cdot k \\cdot r_c$, where","title":"Who Prices Cognitive Labor in the Age of Agents? 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