THE GREAT
DISPLACEMENT

When Intelligence and Coordination Costs Collapse Simultaneously

Barry M. Eisenberg | NextFi Advisors | March 2026

Two foundational economic inputs - the cost of generating cognitive output (i.e. intelligence) and the cost of coordinating exchange - are being compressed simultaneously and faster than output can adjust. This dual compression will generate a significant economic surplus that will be contested and unevenly distributed, and profoundly change how businesses operate and the way we work.

This dual compression, which we refer to as The Convergence Economy, will create structural economic shifts forcing us to rethink the foundational logic of the firm, the distribution of income, and the architecture of entire industries. The converegence will enable firms to deliver the same output at fraction of the cost and with a fraction of the workforce, resulting in large waves of displaced high-value knowledge workers with limited transition opportunities for the first time in the modern age.

We call this The Great Displacement

Unlike cyclical contractions or sector-specific disruptions, what is now underway involves the simultaneous and persistent compression of two foundational economic inputs: the cost of generating cognitive output and the cost of coordinating exchange.

The first is driven by the diffusion of general-purpose artificial intelligence. The second is driven by programmable settlement infrastructure — smart contracts, tokenized payment rails, and real-time clearing mechanisms — that materially reduces the friction of transacting across institutional, geographic, and temporal boundaries.

The resulting macro-institutional environment — what we've dubbed the "Convergence Economy" — demands an analytical framework calibrated to its specific structural properties, rather than one borrowed from prior periods of technological change.

The sectors where this contraction is most pronounced are those where production is information-intensive, output is digitally deliverable, and quality verification by counterparties is feasible without physical inspection. Professional services — legal, financial advisory, consulting, software, research, design — are the primary domain. They represent a significant and growing fraction of GDP in advanced economies and employ a disproportionate share of high-income workers.

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Four Phases of Displacement

The structural adjustment will unfold across four overlapping phases. We are currently at the boundary of Phases 1 and 2.

WE ARE HERE
Phase 1
2024 – 2026
Phase 2
2027 – 2030
Phase 3
2030 – 2033
Phase 4
2033 – 2037
2024 – 2026

Corporate Efficiency Capture (a.k.a. RIFs/layoffs)

AI tools reduce internal costs ahead of competitive response. Headcount is drastically reduced and early adopters enjoy margin expansion.

A comparison of the current BLS data on U.S. job openings to corporate earnings/performance, as proxied by the S&P 500 index, is a simple way to gauge the impacts of AI on the labor market and validate the core tenets of this thesis. To see this analysis, click the button below.

Surplus Formation → Firm Boundary → Where We Currently Stand
Surplus Retention by Early Adopters
SR(t) = S(t) · (1 − A(t) / N)^κ
SR(t) Surplus retained above competitive baseline by early adopters at time t
S(t) Total structural surplus at time t = LC(t) × C₀
A(t)/N Fraction of addressable enterprises with AI deployed at scale (logistic diffusion)
κ Competitive erosion exponent (≈1.5 for knowledge-intensive sectors)
Phase Transition Conditions
A(t) / N ≥ θᵢ
Phase 1→2 Sector adoption crosses ≈30% — competitive response activates and early-adopter margin advantage begins to erode
Phase 2→3 TC_market(t) falls below threshold τ — coordination costs sufficiently compressed to enable production-network modularization
Phase 3→4 ΔLS/Δt → 0 — labor-share stabilizes as governance frameworks and new pricing norms establish a durable distributional equilibrium

The Economic Surplus

The central economic consequence of the Convergence Economy is the generation of surplus at a scale that is historically unusual. The surplus arises because two major cost inputs — cognitive labor and coordination overhead — are being reduced faster than output prices in competitive markets can adjust.

In a frictionless economy, this surplus would immediately dissipate through competition. In the actual economy, institutional rigidities, regulatory lags, first-mover advantages, and infrastructure concentration mean that surplus persists, at least in the medium term, before being competed away. The central question of the coming decade is not whether this surplus exists, but who captures it.

Low Estimate
$400B
Central Estimate
$720B
High Estimate
$1.1T
"The surplus is real. The compression is underway. The question is who captures it."

Surplus Formation

This surplus formation model projects the annual structural surplus generated by AI-driven labor compression across the U.S. knowledge economy from 2024 to 2036. Adjust the sliders below to explore how changes in the wage base, raw compression rate, usable output fraction, and headcount elasticity alter the trajectory and magnitude of the surplus over time.

LC = ε × (Δ × φ) = 11.7% S = LC × C₀ = $468B
Surplus Formation
S = LC × C₀
S Annual structural surplus (USD)
LC Effective labor compression coefficient
C₀ Addressable knowledge-sector wage base (~$4T U.S.)
Effective Labor Compression
LC = ε × (Δ × φ)
ε Headcount elasticity — share of task-level productivity gains that translate into actual labor-cost reduction
Δ Raw compression — gross reduction in task cost before implementation frictions and output-quality constraints
φ Usable output fraction — share of AI-enabled cost compression that is operationally usable at production quality
LC Net effective labor compression after elasticity and usability adjustments

Surplus Distribution

Once the structural surplus is generated, it must flow somewhere. This model illustrates three scenarios of how the surplus may be distributed across three cohorts — corporate profit, micro-enterprise income, and infrastructure rent. Select a scenario card below the chart to highlight its distribution profile and explore how the balance of economic power shifts under each regime.

Probability-Weighted Labor Share E[LS] ≈ 51.2%
30%
Distributed Equilibrium
Open-source AI proliferates; micro-enterprises capture plurality
Labor Share: 53–55%
45%
Hybrid Transition
Corporate incumbents and micro-enterprises split surplus
Labor Share: 50–52%
25%
Concentrated Platform
Small number of compute/model providers extract dominant share
Labor Share: 47–49%
Surplus Distribution Identity
S = αP + βM + γI
α Corporate profit capture — fraction of surplus flowing to incumbent margin expansion
β Micro-enterprise income — fraction captured by AI-augmented independent operators
γ Infrastructure rent — fraction absorbed by platforms, compute providers, and settlement networks
Constraint α + β + γ = 1; each scenario represents a distinct distributional equilibrium
Expected Labor Share
E[LS] = Σ pᵢ · LSᵢ
pᵢ Probability weight on scenario i (Corporate Capture, Distributed, Infrastructure Lock-in)
LSᵢ Labor share of surplus under scenario i — derived from βᵢ, the micro-enterprise income fraction
E[LS] Probability-weighted expected labor share across the three distributional scenarios

Labor Share Trajectories

The ease of substitution between human labor and AI capital is the single most consequential parameter for the future of work (σ). When σ exceeds 1, AI acts as a substitute — labor share declines as capital deepens. When σ falls below 1, AI is complementary, and labor's position strengthens. Use the slider to trace how different σ values reshape labor's share of output through 2036.

σ < 1 — Complementarity σ = 1 — Cobb-Douglas σ > 1 — Substitution
CES Production Function
Y = A[αK^((σ−1)/σ) + (1−α)L^((σ−1)/σ)]^(σ/(σ−1))
σ Elasticity of substitution between AI capital (K) and human labor (L)
σ > 1 Substitutes — AI replaces labor; labor share declines as capital deepens
σ < 1 Complements — AI augments labor; labor share is maintained or increases
α Capital intensity parameter in the CES production function
Labor Share Trajectory
LS(t) = (1 − α) · [Y(t) / L(t)]^(−1/σ)
LS(t) Labor share of total output at time t — fraction of value added flowing to labor compensation
Y(t)/L(t) Output per worker — rises as AI capital deepens, exerting downward pressure on LS when σ > 1
Baseline U.S. knowledge-sector labor share ≈ 55% at t=0 (2020); trajectory depends on realized σ

Dual Compression & Firm Boundary

This model operationalizes Figure 10 from the Full Paper. As intelligence and coordination costs compress, the expected firm boundary shifts from internalized production toward orchestrated external networks. Adjust the two decay rates to test faster or slower compression relative to the baseline path.

Cost Compression

Firm Boundary Shift

Coasean Boundary Condition
Internalize ⟺ TC_market > TC_internal
TC_market External coordination cost (search, contracting, enforcement, settlement, reconciliation)
TC_internal Internal organization cost (management, monitoring, administrative overhead)
τ Residual trust friction that prevents a zero-boundary outcome
Calibration note Default sliders (r_I=20%, r_C=12%) reproduce the Full Paper baseline trajectory. A cubic Hermite bridge is applied over 2025–2027 for visual continuity between historical and modeled segments.
Dual Exponential Cost Compression
TC_i(t) = TC_i0 · e^(−rᵢ t)
TC_i0 2020 baseline index value, normalized to 100 for both intelligence and coordination
r_I Intelligence-cost decay parameter (AI capability and enterprise deployment)
r_C Coordination-cost decay parameter (settlement and workflow infrastructure maturity)
t Time in years from the 2020 baseline
Optimal Firm Scope
S*(t) = S₀ − f(Δ_AI, ΔTC_market) + g(τ)
S*(t) Optimal internal scope at time t
f(Δ_AI, ΔTC_market) Net pressure toward modularization as AI and market-coordination costs fall
g(τ) Trust and control premium that supports a non-zero core boundary
Index basis toggle Shared baseline compares both series to one common 2020 reference; own-series baseline normalizes each series to 100 at 2020.

Technology Adoption Speed

Each successive technology wave has been adopted faster than the last. Electrification took four decades to reshape manufacturing; generative AI reached widespread enterprise deployment in under three years. This rapid rate of technological diffusion and adoption means the structural window of time to adjust is shrinking — institutions have less time to adapt before competitive dynamics shift irreversibly.

Logistic Diffusion Model (Rogers S-Curve)
F(t) = 1 / (1 + e^(−k(t − t₀)))
F(t) Cumulative adoption fraction at time t — the proportion of the addressable enterprise population that has deployed the technology
k Diffusion speed parameter — higher k produces a steeper S-curve and a shorter adoption window
t₀ Inflection point — the year at which cumulative adoption reaches 50% of the addressable market
Observed Diffusion Rates by Technology Wave
k_AI ≈ 10× k_Electrification
Electrification k ≈ 0.09 · t₀ ≈ 1940 · ~40 years to widespread enterprise saturation
Personal Computing k ≈ 0.15 · t₀ ≈ 1992 · ~25 years to widespread enterprise saturation
Internet k ≈ 0.22 · t₀ ≈ 2005 · ~15 years to broad organizational redesign
Generative AI k ≈ 0.80 · t₀ ≈ 2025 · ~3 years to widespread enterprise deployment — fastest diffusion on record
Implication The institutional adjustment window — the time for labor markets, firms, and policy to adapt — is compressed by a factor of ≈13× relative to electrification

Sectoral AI Compression Exposure

Compression does not fall evenly. This heatmap scores six knowledge-intensive sectors across four exposure dimensions — task exposure, adoption speed, margin impact, and structural disruption. Sectors with high scores across all four dimensions face the most acute near-term transformation, while uneven profiles suggest more complex, phased adjustment paths.

1 — Low
10 — High
Composite Exposure Score
E_s = ¼ (T_s + A_s + M_s + D_s)
T_s Task Exposure (1–10) — fraction of the sector's task bundle that is substitutable by current-generation AI systems
A_s Adoption Speed (1–10) — rate at which AI tooling is being deployed within the sector relative to its peers
M_s Margin Impact (1–10) — degree of cost-base compression expected at full-scale AI adoption
D_s Structural Disruption (1–10) — magnitude of firm-boundary reconstitution and organizational redesign required
Exposure Thresholds
E_s ∈ [1, 10]
E_s ≥ 7 High acute exposure — strategic repositioning required within 2–3 years; core economic model is under direct structural pressure
E_s 5–7 Moderate exposure — meaningful compression underway but adjustment pathways remain available to incumbents with adequate lead time
E_s < 5 Lower exposure — disruption present but slower-moving; requires monitoring rather than immediate structural response
Uneven profiles Sectors with high T_s but low A_s face impending — rather than current — disruption; high M_s with low D_s suggests margin compression without firm reconstitution

Nine Strategic Imperatives

The simultaneous compression in the costs of cognitive labor and coordination of exchange, and the resulting contested economic surplus, will bring about a difficult transition period for many.

Our Convergence Economy thesis presents an analytical framework to help people understand the magnitude and direction of the coming change, the mechanisms driving it, and the key parameters influencing decisions. Knowing these strategic imperatives will help when navigating this unprecedented transition.

Four Policy Levers

Technology shapes the production frontier. Institutions, governance, and policy determine where on the distribution of outcomes the economy lands.

Governing this transition requires re-thinking policy, the social contract between governments and their citizens in addition to re-architecting the organization. We identify four policy levers that need to be considered.

Open-Model Investment

Public investment in capable open models keeps frontier AI infrastructure broadly accessible, increasing competitive pressure on proprietary providers and reducing the share of surplus absorbed by infrastructure rent.

Interoperability Mandates

Portability requirements for fine-tuning data, system prompts, and workflow configurations reduce switching costs, prevent platform lock-in, and keep early capability advantages from becoming permanent structural barriers.

Portable Benefits

As knowledge work shifts toward independent operation, benefits must move with the worker through portable healthcare, retirement, and tax structures that cushion transitional income compression.

Infrastructure Rent Taxation

If infrastructure rent remains concentrated, governments may need targeted tax or utility-style frameworks that capture above-normal monopoly returns without suppressing normal returns on frontier innovation.