I. 38.0° · 1019 hPa · 06:14 UTC

The Charged
Moment Before

A field study in the meteorology of anticipation.

“The forecaster lives in a permanent dusk — never quite in the night of ignorance, never quite in the day of certainty.”

Yesang — 예상 — is the Korean word for the act of looking forward into a fog. Not prediction, exactly. Not expectation, exactly. Something quieter: the held breath between the question and its answer, when probability is still a curve and not yet a point.

This site is a slow descent through that dusk. Five forecast zones, each cataloguing an instrument by which we measure what hasn't happened yet. Begin where the barometer begins: at standard pressure, on a still morning, with the needle waiting for news from the sky.

Confidence0.42
Varianceσ² = 0.117
Horizon72 hr
II. 42.7° · 1004 hPa · 11:38 UTC

A Cumulative
Theory of Hope

On the curve that gathers all small possibilities into one.

The cumulative distribution function does not promise any single outcome. It promises only the rising tide of accumulated possibility — the integrated weight of every smaller chance, summed against the horizon.

When a forecaster says “a sixty percent chance of rain by evening,” she is reading a CDF: the area beneath a curve that climbs from zero to one across the interval of a day. The curve is steepest where conviction is sharpest. It flattens where the sky is honest about its own opacity.

“Hope, properly understood, is a CDF that has not yet reached its asymptote.”

F(x)0.617
Slopedƒ/dx = 1.4
Frontwarm ↑
III. 44.1° · 998 hPa · 16:02 UTC

The Width
of an Honest Forecast

Why a confidence interval is a kind of humility, drawn.

Every honest forecast is two curves: the one we hope for, and the one we admit to. Together they bracket a band of plausible weather — the ninety-five percent confidence interval, the territory in which the truth, when it arrives, will most likely have been hiding all along.

The narrower the band, the more boldly we predict. The wider the band, the more we have learned to respect what we do not know. A forecast with no band at all is not a forecast. It is a prophecy — and prophets, as the meteorologist will tell you, almost never carry barometers.

“A confidence interval is the only form of certainty a careful person is allowed.”

CI lower0.41
CI upper0.78
Width0.37
IV. 46.3° · 991 hPa · 19:47 UTC

When New Evidence
Bends the Curve

A short essay on Bayes, and on changing one’s mind in good weather.

The Bayesian forecaster begins not with a clean slate but with a prior — a posture, a guess, a curve already drawn from yesterday’s data. Then the morning arrives, and the morning has news. A pressure drop. A wind shift. A line of cloud the forecaster did not expect.

The posterior is what the curve becomes after the news. Sometimes it sharpens. Sometimes it slides. Sometimes it inverts — the warm front becomes cold, the cold becomes warm, and the entire prediction has to be drawn again, this time in a steadier hand. To update a posterior is not to admit defeat; it is to keep faith with the data.

“A mind that cannot move its posterior is not a mind. It is a barometer with a stuck needle.”

Prior μ0.50
Posterior μ0.71
KL div.0.083
V. 48.0° · 985 hPa · 23:59 UTC

The Horizon,
Finally Arrived

Where the curve collapses to a single, definite point.

And then, eventually, the day ends and the truth arrives. The curve, which an hour ago had width and shading and gentle slopes, becomes what it always promised to become: a single value, a single observation, a single moment in time recorded by a single instrument and entered, in faint pencil, into a logbook.

The forecaster closes the day’s journal. Tomorrow there will be a new prior, drawn from this evening’s posterior, and the slow weather of expectation will begin again. Yesang. The space between prediction and outcome is not a flaw in our knowledge. It is the place where our knowledge actually lives.

“Forecast verified. The curve, having served, retires.”

Observed0.732
Forecast0.71 ± 0.18
Skill+0.41