Equilibrium as a Stable, Self-Perpetuating State
An equilibrium is a situation or model outcome that is stable and self-perpetuating. This means that once the state is reached, it will not change unless it is disturbed by an external force—a factor determined outside the model.
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Economics
Economy
Introduction to Macroeconomics Course
Ch.8 Economic dynamics: Financial and environmental crises - The Economy 2.0 Macroeconomics @ CORE Econ
The Economy 2.0 Macroeconomics @ CORE Econ
CORE Econ
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Learn After
Sweden's 1967 Switch to Right-Hand Traffic
Stable Equilibrium
Unstable Equilibrium
For generations, all commuters in a city have used the 'North Bridge' to cross a river, leaving the identical 'South Bridge' almost empty. There is no toll, law, or physical barrier that prevents using the South Bridge. Which statement best analyzes why this traffic pattern is a self-perpetuating state?
Market Adoption Failure
Social Conventions as Equilibrium
In a community, two new, equally effective but incompatible messaging apps, 'ConnectApp' and 'TalkNow,' are introduced. After an initial period of mixed usage, nearly everyone adopts 'ConnectApp,' and 'TalkNow' falls into disuse. Which of the following statements provides the most robust evaluation of why the widespread adoption of 'ConnectApp' represents a self-perpetuating equilibrium?
Consider a town where, by long-standing custom, all shops close on Wednesdays. There is no law requiring this closure. This situation is not a true self-perpetuating equilibrium because any single shop owner could gain a significant advantage by choosing to stay open.
Evaluating the Stability of Social and Technical States
Each of the following describes a stable or recurring situation. Which one of these is LEAST likely to be considered a self-perpetuating equilibrium?
Match each scenario with the statement that best describes the nature of its stability.
A community has long used a standard, but inefficient, technology. A new, more efficient but incompatible technology is introduced. Arrange the following events in the logical order that describes the transition from the old, stable state to a new one.
The Persistence of an Inefficient Standard