Paper Trail #4: Efficient Capital Markets (Fama, 1970)
Fama’s Efficient Capital Marketsis the paper that gave every “you can’t beat the market” argument its formal apparatus. Weak, semi-strong, and strong forms; a survey of the empirical evidence for each; and Jensen’s mutual-fund arithmetic — 89 of 115 funds underperformed their risk-matched benchmark by an average of 14.6 percentage points over ten years, net of load fees.
This is Paper Trail #4. Same rules as always: every claim comes from the paper itself, verified against a copy I actually opened.
The paper
Fama, E.F. (1970).“Efficient Capital Markets: A Review of Theory and Empirical Work.” The Journal of Finance, Vol. 25, No. 2 (May 1970), pp. 383-417. Originally presented at the American Finance Association’s 28th Annual Meeting in New York, 28-30 December 1969. DOI 10.1111/j.1540-6261.1970.tb00518.x.
Two things worth noting about the paper’s status. First, it’s a review— Fama’s own empirical contribution here is the taxonomy (weak/semi-strong/strong form) and the “fair game” expected-return formulation. The empirical work he cites belongs to other authors: Fama-Fisher-Jensen-Roll (stock splits), Ball & Brown (earnings), Waud (Fed announcements), Scholes (secondary offerings), and Jensen (mutual funds). Second, it’s the write-up that established EMH as the default position in academic finance. Every “markets aren’t always efficient” paper published since 1970 — including Odean 1998, which we covered in Paper Trail #3 — is arguing against the null hypothesis that Fama assembled here.
The three forms
Fama split the informational-efficiency question into three subsets:
| Form | Information subset prices reflect | Fama’s verdict (1970) |
|---|---|---|
| Weak | Historical price and return sequences only. | Supported. |
| Semi-strong | All publicly available information (earnings, splits, macro data). | Supported. |
| Strong | All information, including insider- and specialist-held. | Two documented deviations. |
The two strong-form deviations are worth naming. First, NYSE specialists (following Niederhoffer & Osborne 1966) had monopolistic access to their own unexecuted limit-order books and used it to generate trading profits. Second, corporate insiders (following Scholes) had privileged access to their firms’ pending secondary issues and traded on it — the SEC only required them to disclose within six days, by which point the market had priced the information anyway. Neither of those two exceptions touches the retail-investor experience, which is why Fama concluded (p. 416) that “for the purposes of most investors the efficient markets model seems a good first (and second) approximation to reality.”
The semi-strong evidence: three studies
The bulk of Fama’s empirical survey covers the semi-strong form — does the market price obvious public information into stocks quickly and accurately? Three specific studies carry the argument.
Stock splits (Fama, Fisher, Jensen & Roll 1969). 940 NYSE stock splits from 1927-1959 (five-for-four or greater; listed at least twelve months before and after). Cumulative average residuals rise steadily for months before the split — but stay flat afterward. FFJR’s interpretation: firms tend to split during “abnormally good times,” and by the split month the market has already priced in the future dividend implications (in 71.5% of these cases, dividends did in fact grow faster than the NYSE average in the year after the split). No post-split drift means no trading opportunity around the announcement.
Annual earnings (Ball & Brown 1968). 261 major firms, 1946-1966, monthly. Ball & Brown’s explicit conclusion, which Fama quotes directly (p. 408): “no more than about ten to fifteen percent of the information in the annual earnings announcement has not been anticipated by the month of the announcement.” Most of what an earnings print is going to tell you is already in the price by the time it’s released.
Fed discount-rate announcements (Waud). Statistically significant first-day effect on the S&P 500, but the magnitude of the adjustment “never exceeding 0.5%.” Fed policy — the sort of macro event that would go on to become the central plot line of every FX news-impact study, ours included — was already substantially priced in before the announcement, with the residual surprise producing tiny single-digit-basis-point moves. The parallel to a modern surprise-bucket table is obvious: the tail buckets exist because everything in the middle is already priced.
The strong-form check: Jensen’s mutual-fund arithmetic
Jensen’s 1968 study, which Fama summarises in Section III.C, is the piece of arithmetic that everyone remembers. It looked at 115 US mutual funds over the ten-year period 1955-1964and compared each fund’s actual return to the return of a passive portfolio (cash plus the market portfolio) matched to its risk level. That passive portfolio’s risk-return combination sits on the “market line” in the Sharpe-Lintner sense. Beating the market means landing above the line; losing to it means landing below.
| Return measurement | Funds below line | Avg 10-yr deviation |
|---|---|---|
| Net of load charges (what investors saw) | 89 / 115 | −14.6% |
| Ignoring load charges (fund entry free) | 72 / 115 | −8.9% |
| Adding back all published expenses (fund gets full credit) | 58 / 115 | −2.5% |
Read the top row first. From the perspective of an actual retail investor putting real money into a mutual fund in 1955 and holding for a decade: 77% of the funds underperformed a comparable-risk passive portfolio, and the average underperformance was 14.6 percentage points over ten years. That is roughly the entire loading charge plus a decade of management fees, exactly recovered from investor returns and delivered to the fund complex.
Now read the bottom row. Even giving fund managers full credit for every expense they spent — no loading charges, no advisory fees, no operational overhead — 58 of 115funds still landed below the market line. Correcting further for estimated brokerage commissions (which aren’t itemised separately in the reports Jensen worked with) brings the average up to +0.09%. Fund managers, in aggregate, delivered exactly zero alpha above their transaction costs. The fees were the entire performance drag, and the underlying stock selection was a wash.
Fama’s conclusion (p. 413), quoting Jensen: “the fact that they are apparently unable to forecast returns accurately enough to recover their research and transactions costs is a striking piece of evidence in favor of the strong form of the martingale hypothesis-at least as far as the extensive subset of information available to these analysts is concerned.”
What this says (and doesn’t) about retail trading
Fama’s paper is a survey of empirical work on US equity markets ending in 1964. It doesn’t claim to say anything specific about FX markets, retail trading, or anything past 1969. The ideasin the paper — that price incorporates available information, that beating a benchmark net of fees is rare, that most publicly-observable data points are already priced by the time they’re announced — are all still the default null hypothesis in modern finance and the ones that every “anomaly” paper has to argue against.
For a retail trader in 2026, the honest takeaway is closer to a mental discipline than a specific strategy. If a chart pattern looks obvious, if a data print “clearly” means the pair is going to move, if a strategy backtests too well — the semi-strong-form intuition says the obvious thing has probably been noticed by every desk with a Bloomberg terminal and priced in already. What’s left after that pricing is either noise (a fair-game random walk with no exploitable edge) or a genuine anomaly (a small, hard-to-scale, potentially-transient bit of market friction). The News Impact Exploreris a way of looking at the second thing — the residual, event-conditional moves after everyone has done the obvious thing. It’s a much narrower question than “what’s going to happen next,” and Fama’s paper is why you should ask that narrower question in the first place.
What the paper isn’t
It isn’t a proof that markets are always efficient. Fama is careful to note that the strong-form hypothesis is best viewed as a benchmarkagainst which observed deviations can be measured — and he documents two such deviations (specialists and corporate insiders) even in the paper. The subsequent decades of behavioral-finance research (Kahneman & Tversky 1979, Jegadeesh & Titman 1993, Odean 1998 — our first three Paper Trail entries) have documented many more.
It isn’t about FX specifically.Fama’s empirical work is US equities, mostly NYSE-listed, mostly through the mid-1960s. FX markets have their own peculiarities — 24-hour trading, central bank intervention, currency pairs at wildly different liquidity tiers, the news-impact quirks the rest of this Insights series is built around — that don’t automatically inherit the equity-market findings. Extending the efficiency framework to FX is its own literature.
It isn’t “index everything and stop trying.” That’s a policy conclusion drawn later, largely by Bogle and the passive-investing movement, using Fama-and-Jensen-style evidence. Fama’s own conclusion (p. 416) is more modest — the efficient markets model is “a good first (and second) approximation” that later empirical work has both supported and complicated. Any specific investment advice derived from that starting point is a separate argument.