Competing Technologies, Increasing Returns, and Lock-In by Historical Events.¶
Arthur, W. B. (1989). Competing Technologies, Increasing Returns, and Lock-In by Historical Events. The Economic Journal, 99(394), 116-131.
Cited by¶
15 citations across 15 artifacts.
Each citation links to the sentence it supports in the citing article.
Primes¶
- Coordination Problem and Equilibrium Selection
- Instead of asking "Why won't the market adopt the better standard?" (which invites blame), it asks "Which equilibrium has become focal, and what would it take to shift?"—a reframing Arthur (1989) grounded in models of competing technologies under increasing returns.
This sourceFormal model of competing technologies under increasing returns; shows how small early historical events determine which technology becomes locked in (path dependence vs. lock-in).
- Instead of asking "Why won't the market adopt the better standard?" (which invites blame), it asks "Which equilibrium has become focal, and what would it take to shift?"—a reframing Arthur (1989) grounded in models of competing technologies under increasing returns.
- Critical Juncture
- If a small change in timing produces a large change in outcome, that timing is a critical juncture; if similar outcomes occur regardless of timing, then that moment is not critical despite superficial appearances, as Arthur (1989) demonstrates formally in his model of competing technologies under increasing returns.
This sourceFormal model of competing technologies under increasing returns, showing small early events can determine which technology locks in; supports the formal bifurcation/sensitivity-analysis claim.
- If a small change in timing produces a large change in outcome, that timing is a critical juncture; if similar outcomes occur regardless of timing, then that moment is not critical despite superficial appearances, as Arthur (1989) demonstrates formally in his model of competing technologies under increasing returns.
- Critical Mass
- Combustion, polymerization, and certain explosions exhibit ignition thresholds of exactly this kind. Cultural products: A language, platform, or standard becomes self-reinforcing once its active user base exceeds the rate at which users abandon it, after which network value and inertia carry it forward.
This sourceFormal model of competing technologies under increasing returns to adoption; shows how each technology improves as it gains share so that small early events can drive a self-reinforcing path to lock-in, supporting the claim that a standard becomes self-reinforcing once its base grows faster than abandonment.
- Combustion, polymerization, and certain explosions exhibit ignition thresholds of exactly this kind. Cultural products: A language, platform, or standard becomes self-reinforcing once its active user base exceeds the rate at which users abandon it, after which network value and inertia carry it forward.
- First Mover Advantage
- The decay structure of an advantage is predictable from its channel: patents expire, switching costs decline as new user cohorts arrive, learning curves are eventually copied, so the lead has a structural half-life. Self-reinforcement connects the pattern to increasing returns: many channels — network effects, learning curves, scale economies — are themselves positive-feedback loops in which an early lead produces more users, experience, or scale, and thus a bigger lead.
This sourceModels adoption as a non-ergodic Polya-urn / increasing-returns process whose limiting market share is fixed by early low-information arrivals rather than intrinsic quality.
- The decay structure of an advantage is predictable from its channel: patents expire, switching costs decline as new user cohorts arrive, learning curves are eventually copied, so the lead has a structural half-life. Self-reinforcement connects the pattern to increasing returns: many channels — network effects, learning curves, scale economies — are themselves positive-feedback loops in which an early lead produces more users, experience, or scale, and thus a bigger lead.
- Increasing Returns
- The decomposition is what makes the pattern portable across substrates that share no surface vocabulary — what economists following Arthur (1989) call network effects, biologists following Stephens and Sutherland (1999) call the Allee effect, sociologists following Merton (1968) call the Matthew effect, and chemists following Kauffman (1986) call autocatalysis all instantiate the same four-role topology.
This sourceDevelops the formal model of competing technologies under increasing returns; separates path dependence (historical accumulation) from lock-in (current cost asymmetry) and shows how small early events can determine which technology becomes locked in.
- The decomposition is what makes the pattern portable across substrates that share no surface vocabulary — what economists following Arthur (1989) call network effects, biologists following Stephens and Sutherland (1999) call the Allee effect, sociologists following Merton (1968) call the Matthew effect, and chemists following Kauffman (1986) call autocatalysis all instantiate the same four-role topology.
- Information Cascade
- Technology adoption: Early-adopter cascades in smartphone adoption, programming-language selection (choosing Python because others chose it), open-source framework consolidation (selecting the "dominant" framework based on observed adoption), standards lock-in (Blu-ray vs. HD DVD, where market was cascading before technology superiority was clear), patterns Arthur (1989) formalized in his theory of competing technologies and increasing returns.
This sourceDevelops the formal model of competing technologies under increasing returns; separates path dependence (historical accumulation) from lock-in (current cost asymmetry) and shows how small early events can determine which technology becomes locked in.
- Technology adoption: Early-adopter cascades in smartphone adoption, programming-language selection (choosing Python because others chose it), open-source framework consolidation (selecting the "dominant" framework based on observed adoption), standards lock-in (Blu-ray vs. HD DVD, where market was cascading before technology superiority was clear), patterns Arthur (1989) formalized in his theory of competing technologies and increasing returns.
- Lock-In
- It is sharply distinct from path dependence (the historical process that produced the asymmetry) and from sunk costs (the irrecoverable past expenditure that should be ignored but often isn't), a separation Arthur (1989) developed in his analysis of competing technologies under increasing returns.
This sourceDevelops the formal model of competing technologies under increasing returns; separates path dependence (historical accumulation) from lock-in (current cost asymmetry) and shows how small early events can determine which technology becomes locked in.
- It is sharply distinct from path dependence (the historical process that produced the asymmetry) and from sunk costs (the irrecoverable past expenditure that should be ignored but often isn't), a separation Arthur (1989) developed in his analysis of competing technologies under increasing returns.
- Network Effect
- Arthur's 1989
This sourceDevelops the formal model of competing technologies under increasing returns; separates path dependence (historical accumulation) from lock-in (current cost asymmetry) and shows how small early events can determine which technology becomes locked in.
- Arthur's 1989
- Niche Construction
- In technology and software platforms, operating systems and languages shape the applications written for them, which lock in the platform whose future evolution must preserve what the applications need.
This sourceModels how early adoption and increasing returns let a technology or platform shape the very landscape that determines competitive outcomes and locks itself in.
- In technology and software platforms, operating systems and languages shape the applications written for them, which lock in the platform whose future evolution must preserve what the applications need.
- Path Dependence
- Outcomes are determined not only by current conditions but by the specific historical trajectory of choices, where past decisions constrain present options and lock in consequences that persist despite present incentives to change, as Arthur (1989) formalized in his model of competing technologies under increasing returns.
This sourceDevelops the formal model of competing technologies under increasing returns; separates path dependence (historical accumulation) from lock-in (current cost asymmetry) and shows how small early events can determine which technology becomes locked in.
- Outcomes are determined not only by current conditions but by the specific historical trajectory of choices, where past decisions constrain present options and lock in consequences that persist despite present incentives to change, as Arthur (1989) formalized in his model of competing technologies under increasing returns.
- Reversibility and Irreversibility
- They are related but distinct—Reversibility and Irreversibility is the choice; Lock-In is the consequence, a dynamic Arthur (1989) modeled formally as the path-dependent emergence of entrenchment from increasing returns to adoption.
This sourceDevelops the formal model of competing technologies under increasing returns; separates path dependence (historical accumulation) from lock-in (current cost asymmetry) and shows how small early events can determine which technology becomes locked in.
- They are related but distinct—Reversibility and Irreversibility is the choice; Lock-In is the consequence, a dynamic Arthur (1989) modeled formally as the path-dependent emergence of entrenchment from increasing returns to adoption.
- Reversibility Horizon
- The reversibility horizon marks the crossing point where forward commitment becomes the least-cost path, even when the original decision was suboptimal or circumstances have shifted.
This sourceDevelops the formal model of competing technologies under increasing returns; separates path dependence (historical accumulation) from lock-in (current cost asymmetry) and shows how small early events can determine which technology becomes locked in.
- The reversibility horizon marks the crossing point where forward commitment becomes the least-cost path, even when the original decision was suboptimal or circumstances have shifted.
- Threshold
- Listed in the references but not attached to a specific claim.
Mechanisms¶
- Standards Adoption Campaign
- A standard can win on adoption yet be a de facto lock-in that entrenches an inferior design, because path dependence rewards whichever standard reached critical mass first, not the best one.
This sourceShows how increasing returns to adoption can lock a market into an inferior technology when early historical events give it the decisive lead.
- A standard can win on adoption yet be a de facto lock-in that entrenches an inferior design, because path dependence rewards whichever standard reached critical mass first, not the best one.
- Trajectory Mapping Diagram
- By drawing the intermediate states and the one-way gates between them, it shows why an attractive destination may be unreachable from here without a chain of prior moves, and where a path commits the system irreversibly
This sourceShows how increasing returns can make a historically selected technological path progressively locked in and difficult to reverse.
- By drawing the intermediate states and the one-way gates between them, it shows why an attractive destination may be unreachable from here without a chain of prior moves, and where a path commits the system irreversibly
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