Among the more debated seasonal patterns is the idea that the 4-year US presidential election cycle correlates with stock market performance — with some years in the cycle historically tending to perform better or worse than others.
The cycle is typically broken into four roles, based on the US presidential term:
The theories here lean more political-economic than calendar-driven:
As with all such explanations, these are plausible narratives fitted to historical patterns after the fact — not proven causal mechanisms. The actual political and economic environment differs enormously from cycle to cycle.
This is the most important thing to understand about presidential-cycle analysis: a 4-year cycle means you only get one "pre-election year" every 4 years. Over a 24-year lookback — already a long window — that's only 6 data points for any single phase of the cycle.
Six observations is a very small sample. A couple of unusual years (a financial crisis, a pandemic, an unprecedented policy response) can swing the average for an entire phase of the cycle significantly. This doesn't mean the pattern is meaningless — but it does mean the statistical confidence behind any presidential-cycle claim is inherently much lower than, say, a monthly seasonal pattern with 15 years of data (15 observations per month).
Presidential-cycle analysis is best treated as a curiosity to be aware of — "is this an election year, and does that historically correlate with anything for this asset?" — rather than a basis for a standalone strategy. With only a handful of observations per phase, it's one of the seasonal techniques most prone to being overfit to a small number of historical events.
It can be more interesting when combined with monthly seasonality — for example, checking whether a specific month's pattern looks different in election years versus other years — though again, the sample sizes involved mean any difference should be treated as a loose observation, not a rule.
The Analyzer lets you filter by election years, pre-election years, post-election years, and midterm years — always showing the real sample size behind the result.
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