The Dots Are a Signal, Not a Schedule
The Federal Open Market Committee’s dot plot is often read as a timetable for future interest rates. It is not one. The plot is the visible median of policymakers’ projections for the federal funds rate, published alongside the Federal Reserve’s broader economic outlook. The important question is therefore not whether the Fed will “keep its promise,” but what kind of information the dots convey, how markets use it, and why that information remains conditional. This series develops that judgment: the dot plot can shape expectations and financial conditions without binding the FOMC to a fixed path.
Why a future rate matters before it arrives
The federal funds rate is the FOMC’s main policy instrument: the overnight rate at which depository institutions lend reserve balances to one another. A change in that rate reaches the economy through a wider set of short- and medium-term interest rates, the foreign-exchange value of the dollar, asset prices, and the spending and investment decisions of households and businesses. Those effects do not wait until every future rate decision has occurred. Expectations about the path ahead can change borrowing conditions and asset prices today.
That is why communication about future policy can be economically consequential even when the current policy rate is unchanged. If investors revise their view of how long rates will remain restrictive, the yields used to price loans and securities may adjust before the next FOMC meeting. If households and firms expect financial conditions to ease later, their present decisions may also change. The channel is not mysterious: a future short rate is part of the financing environment that markets price in advance.
This does not mean that a market price is a simple translation of one sentence from the FOMC. A future rate path is assessed together with the possibility that inflation, growth, or financial conditions will turn out differently. Investors can therefore revise the expected path while still demanding compensation for uncertainty. Two communications that point to the same nominal rate may have different effects if one is understood as a firm constraint and the other as a conditional assessment. The first changes beliefs about what policymakers must do; the second changes beliefs about what they may do if particular conditions arise. Both can affect current prices, but through different degrees of confidence.
The distinction also explains why credibility is not the same as certainty. A central bank can be credible when the public understands the rule of conditionality—what objectives matter, what risks could change the outlook, and how decisions will respond—without believing that every published number is fixed. In that setting, revisions need not destroy communication. They can be understood as updates to the information set. The dot plot is most useful when it supports that form of understanding rather than asking markets to suspend judgment about the future.
At the effective lower bound, the mechanism becomes especially explicit. The IMF’s 2026 note on forward guidance describes how a credible signal that rates will remain “lower for longer” can reduce expected future short-term rates and term premiums, easing financial conditions. In that setting, a commitment can function as an additional policy instrument because it changes expectations about what the central bank will do later. But the same observation introduces the central difficulty. A commitment has power partly because it constrains future choices. If the economic state changes sharply, that constraint can become a liability.
The dot plot occupies a more ambiguous position. It points toward a possible future path, and markets may learn from it, but it does not by itself promise that the FOMC will deliver every projected rate. Treating it as a schedule assigns more certainty to the chart than its construction supports. Treating it as irrelevant makes the opposite mistake. The useful starting point is to hold both ideas at once: the dots matter, and they remain open to revision.
Three reference points that are easy to confuse
To read the plot clearly, separate three reference points. The first is the SEP projection. At quarterly meetings, FOMC participants report projections for the federal funds rate at the end of the current year and at future calendar-year horizons, assuming what they regard as appropriate monetary policy. The dot plot displays those individual assessments; its median summarizes the middle of that distribution. It is an assessment of a future policy path under an assumed economic outlook, not a decision that has already been taken.
The second reference point is the realized federal funds rate. This is the rate the Committee actually sets as future meetings arrive. It is chosen in light of incoming data, the evolving outlook, and the balance of risks. The rate eventually realized may differ from an earlier projection because the conditions underlying that projection have changed. A forecast error, in this sense, is not automatically evidence that a promise was broken. It may be an update to a conditional assessment.
The third reference point is the market’s expectation of the future rate. Investors form that expectation from many sources, including economic data, policy statements, speeches, and the SEP itself. The New York Fed study of the dot plot measures market expectations with overnight index swap forward rates and, in narrower event windows, with interest-rate futures and intraday OIS forwards. These instruments are not the same thing as the dots. They are market prices that incorporate a wider information set and a judgment about uncertainty and risk.
The distinction matters because a dot can look surprising only relative to a prior expectation. Suppose the median projection for a future date is higher than market participants had anticipated. The relevant information is the gap between the newly published projection and that prerelease expectation—not simply the level of the projection and not necessarily the change from the previous SEP. A market may already have anticipated a higher path, in which case a high-looking dot contains little new information. Conversely, a small change from the previous publication can be a large surprise if expectations moved in another direction beforehand.
The median also compresses information. It tells the reader where the middle projection lies, but not the full range of views behind it, the probability participants would attach to each economic outcome, or the precise conditions under which the median would be revised. Those missing details are not proof that the projection is unreliable; they are a reminder that a single plotted point cannot carry the entire policy framework. Its meaning depends on the accompanying outlook and on the public’s understanding of how the Committee responds when the outlook changes.
That is why the dot plot should not be read as a standalone promise even when it appears precise. Precision in the display—one dot at one horizon—can be mistaken for precision in the future. The underlying assessment is less rigid: it reflects participants’ current judgments, while the economic variables that justify those judgments continue to move. The market’s forecast may remain above or below the median because investors are weighing different information, different risks, or the possibility that the Committee will respond differently once new evidence arrives.
The word “conditional” ties the three reference points together. The SEP projection describes what participants currently assess as appropriate under their assumptions. The market forecast reflects what investors think will happen, including how the FOMC may respond when those assumptions are tested. The realized rate arrives after new information has altered the state of the economy. None of these objects is simply a substitute for the others.
The loop in this diagram is the essential mental model. The dots can influence market expectations; market expectations and new data shape the conditions in which later decisions are made; later decisions and revisions can change how an earlier projection is understood. The chart is part of an updating process, not a one-way announcement from which the future mechanically follows.
The central puzzle: influence without command
The New York Fed study makes the distinction measurable. Using SEP releases from September 2015 through June 2026, the authors compare the realized median projection with prerelease survey expectations at the same horizon. They then examine how market-based expectations move around the release. If markets treated the median dot as a binding commitment, a surprise in the projected rate should produce roughly one-for-one movement in the corresponding market rate. If markets regarded the dots as meaningless noise, there should be no systematic response.
The results fall between those extremes. In the pooled sample, the estimated response is about 0.22 using daily OIS data and about 0.20 using intraday data. In practical terms, when the median SEP projection is 25 basis points higher than market participants expected, market pricing initially rises by about 5 basis points on average. The response is positive, so markets are listening. It is also substantially smaller than the surprise, so they are not treating the projection as a guaranteed path.
That partial response is not evidence that the dot plot has failed. A market participant may believe that the projection contains useful information about the FOMC’s likely behavior while also assigning a meaningful probability to different inflation, growth, or financial outcomes. The participant then updates toward the dot rather than moving all the way to it. A conditional signal deserves a discount because the conditions may not hold.
The size of the response should also be read as an average relationship, not as a universal exchange rate between dots and yields. The pooled estimate combines releases and projection horizons, while the horizon-specific estimates differ and the longest one is less precise. Market pricing at the time of a release may also reflect the information arriving in the accompanying statement and other same-day developments. These qualifications do not cancel the central result. They tell us what kind of result it is: evidence of systematic attention and incomplete pass-through under a defined measurement design.
This is a more demanding way to read monetary communication than asking whether the Fed was right or wrong about one number. The relevant questions are what was already priced in, what new information the dot plot added, how much confidence the market placed in that information, and what future evidence would cause another revision. A forecast can be useful even when it is not treated as certain, because it narrows or reshapes the range of plausible policy responses.
The study also tests whether the response is only a disguised reaction to the Fed’s economic forecast. Surprises in projected GDP and headline PCE inflation are associated with changes in market rates, as economic reasoning would suggest. Yet after those macroeconomic surprises are included, the effect of the FFR projection remains close to its baseline estimate. This is consistent with markets learning something about the FOMC’s reaction function: not only what policymakers think the economy will do, but how they may respond if it does.
The qualification is important. The event window includes the FOMC statement released with the SEP, and the study’s market measures do not represent every household’s or firm’s expectations. The paper is a preliminary staff report, and estimates at the longest horizons are less precise. Its coefficient is therefore not a conversion rule for every meeting. It is evidence that the dots carry information which markets incorporate incompletely and initially.
That finding gives the series its guiding question. If the market does not move one-for-one on release day, do the market forecast and the SEP projection later move toward each other? And if they do, what does that gradual convergence reveal about the difference between a forecast and a promise? Answering those questions requires looking not just at the dot’s location, but at the expectations, assumptions, reaction function, and uncertainty surrounding it.