Expansions do not die of old age. The probability of recession in the following year is the same for a three-year-old expansion as it is for a five- or six-year-old expansion.
The quote, "Expansions do not die of old age. The probability of recession in the following year is the same for a three-year-old expansion as it is for a five- or six-year-old expansion," comes from Edgar Fiedler, an American economist and the former assistant secretary of the Treasury for Economic Policy. In this statement, Fiedler challenges the common misconception that economic expansions naturally weaken or are more likely to lead to a recession simply because they are older. He asserts that the age of an expansion—whether it's three, five, or six years old—does not affect its likelihood of transitioning into a recession.
Fiedler’s remark suggests that economic cycles are driven by factors unrelated to the duration of an expansion. While people often assume that the longer an economy grows, the more likely it is to face a downturn, Fiedler emphasizes that recessions can happen at any time, regardless of how long the expansion has lasted. This insight challenges the idea that there is an inherent lifespan for expansions, or that the probability of a recession is tied to the age of the economic growth period.
By saying, "the probability of recession in the following year is the same," Fiedler highlights that economic downturns are unpredictable and do not follow a set timeline. Whether an expansion is in its early stages or has been ongoing for several years, external factors—such as policy changes, global events, or shifts in market conditions—can impact the economy and lead to a recession at any point. This reflects the complexity and uncertainty inherent in economic forecasting.
Ultimately, Fiedler’s quote emphasizes the importance of understanding economic cycles as being influenced by a variety of factors, rather than assuming that an expansion’s age determines its future. It serves as a reminder that economic resilience or fragility is not defined by the number of years an economy has been growing, but by the underlying forces driving the economy at any given time.
PNPham Nghia
The quote underscores the unpredictability of economic cycles and the danger of relying on simplistic rules of thumb. It also makes me wonder about historical expansions—were some unusually long or short due to unique circumstances? How can modern economists leverage historical data to improve recession predictions without falling into the trap of assuming fixed cycles?
GHMa Gia Huy
This challenges the popular narrative and may comfort investors worried about the longevity of growth periods. But it also prompts me to ask—do markets factor in this reality, or are they still driven by cyclical fears? How do narratives about recession risk shape investment decisions, and can better communication of economic facts improve market stability?
BDhua thi bich diem
Reading this makes me think about the role of policymakers. If expansions don’t ‘age out,’ perhaps interventions to prevent recessions should focus less on timing and more on underlying vulnerabilities. How might this affect monetary or fiscal policy strategies? Could it lead to more proactive and nuanced approaches rather than reactive ones?
PPhamthanhdoan
This statement makes me curious about how economists measure the health of an expansion. If age isn’t a factor, what indicators are most reliable for predicting recessions? Does this imply that long expansions can continue if conditions remain favorable? It seems like a call to focus on data and context rather than arbitrary timelines in economic analysis.
HLtruong hoang loan
I find this insight refreshing because it suggests that the economy doesn't follow a fixed timeline. It raises the question: do people’s expectations about recession timing influence market behavior in a self-fulfilling way? How much does psychological sentiment versus economic fundamentals impact the start of recessions? It seems this challenges the narrative of ‘inevitable’ downturns after a certain period.