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Distribution Dependency (DD)

hypothesisEconomics Layer

The share of demand or revenue dependent on paid, commissioned, portal, OTA, or other intermediated channels.

Description

Distribution Dependency measures reliance on intermediated channels for demand acquisition or revenue generation. High DD indicates vulnerability to channel cost inflation, platform dependency, and margin compression. DD is driven by Computational Demand Leakage and contributes to Acquisition-Cost Inflation. As AI systems mediate more discovery, DD may increase for operators with Representation Deficit and decrease for those with high AI Eligibility.

Related Concepts

Platform Dependency (PD)Computational Transmission Gap (CTG)Acquisition-Cost InflationContribution-Margin Compression

Related Research

The Balance-Sheet Economics of AI-Mediated Demand

The migration of discovery and comparison from human-mediated search to AI-generated answers and agentic interfaces may alter the economics of acquiring and distributing demand in physical-asset markets. This paper examines how AI-mediated demand formation could affect customer acquisition costs, distribution dependency, contribution margins, and asset productivity in real estate and hospitality. We propose that zero-click—initially observed as a traffic problem—may transmit structurally into distribution cost inflation and ultimately appear as margin pressure. We formalize a transmission mechanism in which representation deficits may transmit through demand leakage, distribution dependency, and acquisition-cost inflation to contribution-margin compression, while lower qualified-demand capture may separately affect occupancy, time-to-match, and asset productivity. Contribution margin and asset productivity may subsequently interact through operating and reinvestment feedback effects. The paper introduces a measurement architecture designed for empirical validation: representation quality (VIS), readiness (GARI), market outcomes (ARS, PDD, CDL), financial impact (RAAC, CMP, RROI), and exploratory composite indices. The Verified Property Representation (VPR) is positioned as a proposed persistent representation layer intended to improve computational legibility—a testable intervention through which the paper's hypotheses may be validated.