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Steady Growth Journal's avatar

Interesting take on the tension between simple financial advice and economic optimality. The consumption-smoothing perspective you describe is exactly what I try to formalize in a recent article, where I derive an explicit lifetime savings rate from first principles and provide a calculator to explore it with your own inputs: https://steadygrowthjournal.substack.com/p/how-much-should-you-really-save

Matt Courchene's avatar

I think it's correct to say that stocks (and all assets) are less risky as T gets large under most useful definitions of risk. For example, as T gets large (assuming avg return on stocks is 6%) the probability of losing money goes to zero, as does the probability of losing to a lower-return asset. For most people this means its pretty low risk to invest in stocks long-term. Obviously the variance of total returns does grow (assuming no neg. autocorrelation), but the average annual returns converges to the 'true' expected annual return of the asset.

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