{ "cells": [ { "cell_type": "markdown", "id": "ef0a8232", "metadata": {}, "source": [ "# Has the Sahm Rule Ever Been Wrong?\n", "\n", "In May 2019 The Hamilton Project published *Recession Ready*, a book of proposals for fighting the next recession before Congress had time to argue about it. Its third chapter was by Claudia Sahm, then an economist at the Board of Governors of the Federal Reserve System, and it proposed sending money: lump-sum payments to every adult, paid out automatically early in a recession. Automatic money needs a trigger anyone can check, and she wrote it in one sentence. The payments \"would be made to individuals when the three-month average national unemployment rate rises by at least 0.50 percentage points relative to its low in the previous 12 months.\"\n", "\n", "She tried it on the unemployment rates known at each moment since 1970 and found that \"Even a modest rise in the unemployment rate such as 0.50 percentage points … has occurred only during or closely following recessions. In other words, by this rule the stimulus payments would have been triggered only in recessions.\" The trigger now has a name of its own. FRED, the database of the Federal Reserve Bank of St. Louis, publishes it every month as the Sahm Rule Recession Indicator.\n", "\n", "By the summer of 2024 it stood at 0.43, and its author was the first to doubt it. \"A recession is not imminent, even though the Sahm rule is close to triggering,\" Sahm, by then chief economist at New Century Advisors, wrote on 26 July in her newsletter *Stay-At-Home Macro*. \"The Sahm rule is likely overstating the labor market's weakening due to unusual shifts in labor supply caused by the pandemic and immigration.\" Then the July figures came in and pushed it over: as first published, the indicator read 0.53.\n", "\n", "Two years of data later, with the unemployment rate at 4.2 percent in September 2026 and the indicator at 0.00, this notebook rebuilds the rule from the unemployment rate alone and runs it against every recession since 1948. Has it ever been wrong? How early does it really ring? And what was July 2024?\n", "\n", "**Key findings**\n", "\n", "- Rebuilt from the unemployment rate alone, the rule matches Sahm's published indicator in all 931 months.\n", "- It rang in all twelve recessions since 1948, a median of 3 months after the peak (1 to 8): it confirms a recession, it does not forecast one.\n", "- It rang twice with no recession near: in 2003, twenty months after the 2001 trough, and in July 2024.\n", "- July 2024 read 0.53 as first published and reads 0.50 on today's revised data; by September 2026 the indicator was back to 0.00.\n", "- Set at 0.60 instead of 0.50, the rule would never have rung without a recession near since 1949, but a threshold picked after seeing the data is hindsight." ] }, { "cell_type": "markdown", "id": "bd53dc68", "metadata": {}, "source": [ "## One Number a Month\n", "\n", "The data are three monthly series from FRED, merged on the month and otherwise untouched: the unemployment rate of the U.S. Bureau of Labor Statistics (UNRATE, in percent, seasonally adjusted), from January 1948; Sahm's indicator computed on today's revised unemployment rates (SAHMCURRENT), from March 1949; and her indicator as it stood each month on the rates published at the time (SAHMREALTIME), from December 1959.\n", "\n", "One month is empty. From 1 October to 12 November 2025 a lapse in appropriations shut down federal agencies, and the Bureau of Labor Statistics stopped the Current Population Survey, the household survey that gives the unemployment rate: \"CPS data were not collected for October 2025 due to the lapse in appropriations and were not collected retroactively.\" In its own words, \"There are no CPS estimates for October 2025.\" The file leaves the month empty, and so does this notebook.\n", "\n", "The recessions are the National Bureau of Economic Research's. Its Business Cycle Dating Committee dates the peak of each expansion and the trough of each recession, and its definition \"emphasizes that a recession involves a significant decline in economic activity that is spread across the economy and lasts more than a few months.\" The twelve peaks and troughs since 1948, typed from its chronology, close the first cell." ] }, { "cell_type": "code", "execution_count": 1, "id": "a2c315f7", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:17.390699Z", "iopub.status.busy": "2026-10-16T06:00:17.390617Z", "iopub.status.idle": "2026-10-16T06:00:17.541725Z", "shell.execute_reply": "2026-10-16T06:00:17.541276Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "945 months, Jan 1948 to Sep 2026\n", " UNRATE: from Jan 1948, 944 values, empty: Oct 2025\n", " SAHMCURRENT: from Mar 1949, 931 values, empty: none\n", "SAHMREALTIME: from Dec 1959, 801 values, empty: Oct 2025\n", "September 2026: unemployment 4.2%, SAHMCURRENT 0.00\n" ] } ], "source": [ "#| label: One Number a Month\n", "import numpy as np\n", "import pandas as pd\n", "\n", "df = pd.read_csv(\"data/fred_unemployment_sahm.csv\", index_col=\"date\",\n", " parse_dates=True)\n", "u = df[\"UNRATE\"] # unemployment rate, percent\n", "sahm = df[\"SAHMCURRENT\"] # Sahm's indicator, revised data\n", "MONTH = pd.DateOffset(months=1) # one calendar month\n", "print(f\"{len(df)} months, {df.index[0]:%b %Y} to {df.index[-1]:%b %Y}\")\n", "for c in df.columns:\n", " x = df[c].loc[df[c].first_valid_index():]\n", " empty = \", \".join(f\"{d:%b %Y}\" for d in x.index[x.isna()]) or \"none\"\n", " print(f\"{c:>12}: from {x.index[0]:%b %Y}, {x.notna().sum()} values, \"\n", " f\"empty: {empty}\")\n", "print(f\"September 2026: unemployment {u.iloc[-1]:.1f}%, \"\n", " f\"SAHMCURRENT {sahm.iloc[-1]:.2f}\")\n", "\n", "# the NBER's business-cycle chronology (nber.org): peak, trough\n", "NBER = [(\"1948-11\", \"1949-10\"), (\"1953-07\", \"1954-05\"),\n", " (\"1957-08\", \"1958-04\"), (\"1960-04\", \"1961-02\"),\n", " (\"1969-12\", \"1970-11\"), (\"1973-11\", \"1975-03\"),\n", " (\"1980-01\", \"1980-07\"), (\"1981-07\", \"1982-11\"),\n", " (\"1990-07\", \"1991-03\"), (\"2001-03\", \"2001-11\"),\n", " (\"2007-12\", \"2009-06\"), (\"2020-02\", \"2020-04\")]\n", "REC = [(pd.Timestamp(p), pd.Timestamp(t)) for p, t in NBER]" ] }, { "cell_type": "markdown", "id": "20f527ae", "metadata": {}, "source": [ "The file runs 945 months, from January 1948 to September 2026, with 944 unemployment rates. Sahm's revised series starts in March 1949, the first month with a full year of three-month averages behind it, and has no gap; the real-time series starts in December 1959 and, like the unemployment rate, has nothing for October 2025. Figure 1 is the unemployment rate with the twelve recessions shaded: it climbs in every one of them." ] }, { "cell_type": "code", "execution_count": 2, "id": "b7fca10d", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:17.543096Z", "iopub.status.busy": "2026-10-16T06:00:17.542959Z", "iopub.status.idle": "2026-10-16T06:00:17.864182Z", "shell.execute_reply": "2026-10-16T06:00:17.863560Z" } }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 541, "width": 1222 } }, "output_type": "display_data" } ], "source": [ "#| echo: false\n", "#| fig-cap: The U.S. unemployment rate, percent, seasonally adjusted, every month from January 1948 to September 2026 (October 2025 has no figure). Grey bands, the twelve NBER recessions, from the month after each peak to the trough.\n", "import matplotlib.pyplot as plt\n", "TEAL, CORAL, GREY = \"#2a9d8f\", \"#e76f51\", \"#8a94a6\"\n", "SKY, AMBER, BG = \"#8ecae6\", \"#e9c46a\", \"#18191d\"\n", "plt.style.use(\"dark_background\")\n", "plt.rcParams[\"font.size\"] = 12\n", "\n", "def tidy(fig, ax):\n", " ax.set_facecolor(BG)\n", " fig.patch.set_facecolor(BG)\n", " for side in (\"top\", \"right\"):\n", " ax.spines[side].set_visible(False)\n", "\n", "def shade(ax):\n", " for p, tr in REC: # the month after the peak ...\n", " ax.axvspan(p + MONTH, tr + MONTH, color=GREY, alpha=0.32, lw=0)\n", "\n", "fig, ax = plt.subplots(figsize=(12.4, 5.6))\n", "shade(ax)\n", "ax.plot(u.index, u, color=SKY, lw=2.4)\n", "top = u.idxmax()\n", "ax.text(top - pd.DateOffset(months=9), u[top] - 0.3,\n", " f\"{u[top]:.1f}% in {top:%B %Y}\", ha=\"right\", va=\"center\",\n", " color=SKY, fontweight=\"bold\", fontsize=13)\n", "ax.set_xlim(pd.Timestamp(\"1947-06-01\"), pd.Timestamp(\"2027-06-01\"))\n", "ax.set_ylim(0, 16)\n", "ax.set_ylabel(\"unemployment rate (percent)\")\n", "tidy(fig, ax)\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "d8adff32", "metadata": {}, "source": [ "## The Rule, Rebuilt\n", "\n", "With $u_t$ the unemployment rate of month $t$, the rule is two lines:\n", "\n", "$$\\begin{gathered} m_t = \\tfrac{1}{3}\\,\\big(u_t + u_{t-1} + u_{t-2}\\big) \\\\[4pt] s_t = m_t - \\min_{1 \\le k \\le 12} m_{t-k} \\end{gathered}$$\n", "\n", "The alarm rings in month $t$ when $s_t \\ge 0.50$. The first line smooths a noisy survey into a three-month average; the second measures how far that average has climbed above its best of the previous twelve months. The sentence of 2019 leaves one thing open, whether \"the previous 12 months\" include the current one, so the cell below builds $s_t$ with three windows and lays each beside Sahm's own series, then works one month by hand." ] }, { "cell_type": "code", "execution_count": 3, "id": "ec6a4e7b", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:17.865877Z", "iopub.status.busy": "2026-10-16T06:00:17.865659Z", "iopub.status.idle": "2026-10-16T06:00:17.873713Z", "shell.execute_reply": "2026-10-16T06:00:17.873357Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "minimum over t-12 to t-1: 919 months compared, largest difference 0.00\n", "minimum over t-12 to t : 919 months compared, largest difference 0.40\n", "minimum over t-11 to t : 919 months compared, largest difference 2.40\n", "\n", "July 2024: m = (3.9 + 4.1 + 4.2) / 3 = 4.07\n", "lowest m of the twelve months before: 3.57 (July 2023)\n", "s = 4.07 - 3.57 = 0.50, Sahm's series: 0.50\n" ] } ], "source": [ "#| label: The Rule, Rebuilt\n", "m3 = u.rolling(3).mean() # the three-month average m\n", "windows = {\"t-12 to t-1\": m3.shift(1).rolling(12).min(),\n", " \"t-12 to t\": m3.rolling(13).min(),\n", " \"t-11 to t\": m3.rolling(12).min()}\n", "for name, low in windows.items():\n", " both = pd.concat([(m3 - low).round(2), sahm], axis=1).dropna()\n", " gap = (both.iloc[:, 0] - both.iloc[:, 1]).abs().max()\n", " print(f\"minimum over {name:<11}: {len(both)} months compared, \"\n", " f\"largest difference {gap:.2f}\")\n", "\n", "t = pd.Timestamp(\"2024-07-01\")\n", "last3 = u.loc[t - 2 * MONTH:t]\n", "year = m3.loc[t - 12 * MONTH:t - MONTH]\n", "k = year.idxmin()\n", "print(f\"\\nJuly 2024: m = ({' + '.join(f'{x:.1f}' for x in last3)}) / 3 \"\n", " f\"= {m3[t]:.2f}\")\n", "print(f\"lowest m of the twelve months before: {m3[k]:.2f} ({k:%B %Y})\")\n", "print(f\"s = {m3[t]:.2f} - {m3[k]:.2f} = {m3[t] - m3[k]:.2f}, \"\n", " f\"Sahm's series: {sahm[t]:.2f}\")" ] }, { "cell_type": "markdown", "id": "0e0725cf", "metadata": {}, "source": [ "Over the previous twelve months, $t-12$ to $t-1$, the rebuilt gap equals Sahm's published series to the hundredth in all 919 months where both exist; a window that includes the current month misses by up to 0.40 or 2.40 percentage points, so the rule is the one written in 2019, to the letter. July 2024 by hand: May, June and July averaged 4.07 percent, the lowest three-month average of the year before was 3.57, from July 2023, and the gap was 0.50, exactly on the line.\n", "\n", "## The Missing October\n", "\n", "Why 919 and not 931? Sahm's revised series has twelve more months, October 2025 to September 2026, and the strict rule cannot make them: every three-month average that touches October 2025 is missing, and each sits inside the next twelve months' minimum. FRED's notes for the series say nothing about the month. Its numbers say what it did: across the empty month the published series averages the months there are, so the average for October 2025 is that of August and September, $(4.3 + 4.4)/2 = 4.35$, and November's that of September and November. The cell does the same, and nothing more; no October rate is made up." ] }, { "cell_type": "code", "execution_count": 4, "id": "a25730ab", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:17.874546Z", "iopub.status.busy": "2026-10-16T06:00:17.874470Z", "iopub.status.idle": "2026-10-16T06:00:17.879227Z", "shell.execute_reply": "2026-10-16T06:00:17.878845Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "931 months compared, largest difference 0.00\n", "\n", " month u m lowest m s Sahm\n", "Aug 2025 4.3 4.23 4.10 0.13 0.13\n", "Sep 2025 4.4 4.33 4.10 0.23 0.23\n", "Oct 2025 4.35 4.10 0.25 0.25\n", "Nov 2025 4.5 4.45 4.10 0.35 0.35\n", "Dec 2025 4.4 4.45 4.10 0.35 0.35\n", "Jan 2026 4.3 4.40 4.10 0.30 0.30\n" ] } ], "source": [ "#| label: The Missing October\n", "# across the empty month, the mean of the months there are (two of three)\n", "m = u.rolling(3, min_periods=2).mean().loc[\"1948-03\":]\n", "low = m.shift(1).rolling(12).min() # the lowest m of t-12 to t-1\n", "s = (m - low).round(2) # the gap, to the hundredth\n", "both = pd.concat([s, sahm], axis=1).dropna()\n", "gap = (both.iloc[:, 0] - both.iloc[:, 1]).abs().max()\n", "print(f\"{len(both)} months compared, largest difference {gap:.2f}\\n\")\n", "print(f\"{'month':>8}{'u':>6}{'m':>7}{'lowest m':>10}{'s':>7}{'Sahm':>7}\")\n", "for d in s.loc[\"2025-08\":\"2026-01\"].index:\n", " rate = \"\" if np.isnan(u[d]) else f\"{u[d]:.1f}\"\n", " print(f\"{d:%b %Y}{rate:>6}{m[d]:>7.2f}{low[d]:>10.2f}{s[d]:>7.2f}\"\n", " f\"{sahm[d]:>7.2f}\")" ] }, { "cell_type": "markdown", "id": "09daefbf", "metadata": {}, "source": [ "All 931 months now agree, the largest difference 0.00. The gap is kept to the hundredth, as Sahm's series is published: the unrounded difference for October 1957 comes out of the computer as 0.49999999999999956, a hair under the line the published 0.50 sits on, and the alarm should not depend on the last digit of a binary fraction.\n", "\n", "## Every Alarm Against Every Recession\n", "\n", "An alarm is a run of months at 0.50 or more, dated by its first month. A recession is matched with every alarm from twelve months before its peak to twelve months after its trough, the window used throughout. The months from peak to alarm are counted on the calendar, $\\ell = 12\\,(Y_a - Y_p) + (M_a - M_p)$: from the peak of December 2007 to the alarm of February 2008, $\\ell = 12 \\cdot 1 + (2 - 12) = 2$." ] }, { "cell_type": "code", "execution_count": 5, "id": "0822afb6", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:17.880235Z", "iopub.status.busy": "2026-10-16T06:00:17.880153Z", "iopub.status.idle": "2026-10-16T06:00:17.886216Z", "shell.execute_reply": "2026-10-16T06:00:17.885817Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "15 alarms: Mar 1949, Nov 1953, Oct 1957, Nov 1959, Oct 1960, Mar 1970, Jul 1974, Feb 1980, Nov 1981, Oct 1990, Jun 2001, Jul 2003, Feb 2008, Apr 2020, Jul 2024\n", "\n", " peak trough alarm after peak before trough\n", "Nov 1948 Oct 1949 Mar 1949 +4 +7\n", "Jul 1953 May 1954 Nov 1953 +4 +6\n", "Aug 1957 Apr 1958 Oct 1957 +2 +6\n", "Apr 1960 Feb 1961 Nov 1959 -5 +15\n", "Apr 1960 Feb 1961 Oct 1960 +6 +4\n", "Dec 1969 Nov 1970 Mar 1970 +3 +8\n", "Nov 1973 Mar 1975 Jul 1974 +8 +8\n", "Jan 1980 Jul 1980 Feb 1980 +1 +5\n", "Jul 1981 Nov 1982 Nov 1981 +4 +12\n", "Jul 1990 Mar 1991 Oct 1990 +3 +5\n", "Mar 2001 Nov 2001 Jun 2001 +3 +5\n", "Dec 2007 Jun 2009 Feb 2008 +2 +16\n", "Feb 2020 Apr 2020 Apr 2020 +2 +0\n", "\n", "first alarm at or after each peak: 1 to 8 months after it, median 3.0\n", "months still to go to the trough: 0 to 16, median 6.0\n" ] } ], "source": [ "#| label: Every Alarm\n", "def months(a, b): # calendar months from a to b\n", " return 12 * (b.year - a.year) + (b.month - a.month)\n", "\n", "def alarms(x, threshold=0.5): # the first month of each run\n", " on = x >= threshold\n", " return list(x.index[on & ~on.shift(1, fill_value=False)])\n", "\n", "def near(t, p, tr): # 12 months before the peak to\n", " return months(p, t) >= -12 and months(tr, t) <= 12 # 12 after\n", "\n", "first = alarms(s)\n", "print(f\"{len(first)} alarms:\", \", \".join(f\"{t:%b %Y}\" for t in first))\n", "print(f\"\\n{'peak':>8}{'trough':>10}{'alarm':>10}{'after peak':>12}\"\n", " f\"{'before trough':>15}\")\n", "for p, tr in REC:\n", " for t in (t for t in first if near(t, p, tr)):\n", " print(f\"{p:%b %Y} {tr:%b %Y} {t:%b %Y}\"\n", " f\"{months(p, t):>+12d}{months(t, tr):>+15d}\")\n", "after = [min(months(p, t) for t in first if near(t, p, tr) and t >= p)\n", " for p, tr in REC]\n", "before = [months(min(t for t in first if near(t, p, tr) and t >= p), tr)\n", " for p, tr in REC]\n", "print(f\"\\nfirst alarm at or after each peak: {min(after)} to {max(after)}\"\n", " f\" months after it, median {np.median(after):.1f}\")\n", "print(f\"months still to go to the trough: {min(before)} to {max(before)}\"\n", " f\", median {np.median(before):.1f}\")" ] }, { "cell_type": "markdown", "id": "375ad822", "metadata": {}, "source": [ "Fifteen alarms in 77 years, and every one of the twelve recessions has one. None of the twelve was foreseen: counting the first alarm at or after each peak, the rule rang 1 to 8 months after the peak, a median of 3, with 0 to 16 months of the recession still to go, a median of 6. In 2020 it rang in April, the trough itself; the recession was two months old and already over. The rule is a confirmation, not a forecast: when it rings, the recession has been under way for about a season.\n", "\n", "It is a fast confirmation all the same. The NBER announced the December 2007 peak on 1 December 2008 and the February 2020 peak on 8 June 2020; its committee \"tends to wait to identify a peak until a number of months after it has actually occurred.\" Sahm's 2019 claim was this one: the trigger \"signals a recession well before the official dating of a recession.\"\n", "\n", "One alarm rang before a peak. In November 1959 the gap reached 0.60, five months before the April 1960 peak, and was back to 0.37 by January; the 1960 recession's own alarm came in October 1960, six months after its peak. Late 1959 had a cause of its own. The *Economic Report of the President* of 1960 describes \"the 116-day steel strike which began on July 15\": after some 500,000 steelworkers walked out, \"nearly 100,000 other persons were soon laid off in related industries\", and \"By the time steel production was resumed on November 7, under a Federal court injunction, employment in steel-related industries had declined by more than 500,000, exclusive of the number on strike.\" Sahm counted it in 2019 as her rule's one miss: \"Earlier in the postwar period … the only false positive by this rule was in 1959, and it was followed six months later by a recession.\" The window counts it as an early catch and Sahm counted it as a false alarm; either way the 1960 recession has an alarm of its own after its peak, and the medians above use that one. Figure 2 shows all fifteen." ] }, { "cell_type": "code", "execution_count": 6, "id": "fb4513a3", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:17.887258Z", "iopub.status.busy": "2026-10-16T06:00:17.887171Z", "iopub.status.idle": "2026-10-16T06:00:18.056048Z", "shell.execute_reply": "2026-10-16T06:00:18.055643Z" } }, "outputs": [ { "data": { "image/png": "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", "text/plain": [ "
" ] }, "metadata": { "image/png": { "height": 642, "width": 1222 } }, "output_type": "display_data" } ], "source": [ "#| echo: false\n", "#| fig-cap: The Sahm gap (the three-month average unemployment rate minus its lowest three-month average of the previous twelve months), percentage points, March 1949 to September 2026. Amber line, the 0.50 threshold; grey bands, the NBER recessions. Each dot marks the first month of an alarm, sky blue within a recession's window, coral for the two with no recession near (2003 and 2024). The axis stops at 4.3; in 2020 the gap rose to 9.43.\n", "fig, ax = plt.subplots(figsize=(12.4, 6.6))\n", "shade(ax)\n", "ax.axhline(0, color=GREY, lw=1.0)\n", "ax.plot(s.index, s.clip(upper=4.3), color=\"white\", lw=1.7)\n", "END = pd.Timestamp(\"2026-12-01\")\n", "ax.plot([pd.Timestamp(\"1948-06-01\"), END], [0.5, 0.5], color=AMBER,\n", " lw=3.6, zorder=3)\n", "ax.text(END + 4 * MONTH, 0.5, \"0.50\", color=AMBER, va=\"center\",\n", " fontweight=\"bold\", fontsize=14)\n", "ROW = (-0.82, -1.22) # two rows of year labels\n", "spots, last, prev1 = [], [-99.0, -99.0], None\n", "for i, t in enumerate(first):\n", " x = t.year + (t.month - 1) / 12\n", " r = 0 if x - last[0] >= 3.6 else 1\n", " spots.append([r, \"center\"])\n", " if r == 1 and x - last[1] < 3.6: # two close alarms share the row\n", " spots[prev1][1], spots[i][1] = \"right\", \"left\"\n", " if r == 1:\n", " prev1 = i\n", " last[r] = x\n", "NUDGE = {\"center\": 0 * MONTH, \"right\": -2 * MONTH, \"left\": 2 * MONTH}\n", "for t, (r, ha) in zip(first, spots):\n", " alone = not any(near(t, p, tr) for p, tr in REC)\n", " col = CORAL if alone else SKY\n", " ax.plot([t, t], [ROW[r] + 0.17, s[t]], color=col, lw=1.6, ls=\":\")\n", " ax.plot(t, s[t], \"o\", color=col, ms=13, mec=\"white\", mew=1.6,\n", " zorder=5)\n", " ax.text(t + NUDGE[ha], ROW[r], f\"{t:%Y}\", color=col, ha=ha,\n", " va=\"center\", fontweight=\"bold\", fontsize=12.5)\n", "hi = s.idxmax()\n", "ax.annotate(f\"{s[hi]:.2f} in\\n{hi:%B %Y}\", xy=(hi + MONTH, 4.22),\n", " xytext=(hi + 14 * MONTH, 3.55), color=\"white\", ha=\"left\",\n", " va=\"center\", fontweight=\"bold\", fontsize=12,\n", " arrowprops=dict(arrowstyle=\"->\", color=\"white\", lw=1.6))\n", "ax.set_xlim(pd.Timestamp(\"1948-06-01\"), pd.Timestamp(\"2030-06-01\"))\n", "ax.set_ylim(-1.45, 4.3)\n", "ax.set_yticks([0, 0.5, 1, 2, 3, 4])\n", "ax.set_ylabel(\"gap (percentage points)\")\n", "tidy(fig, ax)\n", "fig.tight_layout()\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "3c71a51c", "metadata": {}, "source": [ "## The Alarms Without a Recession\n", "\n", "Two alarms have no recession anywhere near them: July 2003 and July 2024. The cell follows each from two months before it to nine months after, with the unemployment rate beside the gap." ] }, { "cell_type": "code", "execution_count": 7, "id": "35bb7889", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:18.057542Z", "iopub.status.busy": "2026-10-16T06:00:18.057454Z", "iopub.status.idle": "2026-10-16T06:00:18.061878Z", "shell.execute_reply": "2026-10-16T06:00:18.061600Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "July 2003: 20 months after the November 2001 trough; 2 months at 0.50 or more, highest 0.50\n", "July 2024: 51 months after the April 2020 trough; 3 months at 0.50 or more, highest 0.57\n", "\n", " rate gap rate gap\n", "May 2003 6.1 0.30 May 2024 3.9 0.40\n", "Jun 2003 6.3 0.43 Jun 2024 4.1 0.43\n", "Jul 2003 6.2 0.50 Jul 2024 4.2 0.50\n", "Aug 2003 6.1 0.50 Aug 2024 4.2 0.57\n", "Sep 2003 6.1 0.43 Sep 2024 4.1 0.53\n", "Oct 2003 6.0 0.37 Oct 2024 4.1 0.40\n", "Nov 2003 5.8 0.20 Nov 2024 4.2 0.40\n", "Dec 2003 5.7 -0.03 Dec 2024 4.1 0.40\n", "Jan 2004 5.7 -0.10 Jan 2025 4.0 0.37\n", "Feb 2004 5.6 -0.07 Feb 2025 4.2 0.30\n", "Mar 2004 5.8 0.03 Mar 2025 4.2 0.30\n", "Apr 2004 5.6 0.00 Apr 2025 4.2 0.30\n", "\n", "since October 2024: highest gap 0.40, in October 2024; September 2026: 0.00\n" ] } ], "source": [ "#| label: The Alarms Without a Recession\n", "others = [t for t in first if not any(near(t, p, tr) for p, tr in REC)]\n", "for t in others:\n", " run = s.loc[t:]\n", " end = run.index[run < 0.5][0] # the first month back below\n", " prev = max(tr for p, tr in REC if tr < t)\n", " print(f\"{t:%B %Y}: {months(prev, t)} months after the {prev:%B %Y} \"\n", " f\"trough; {months(t, end)} months at 0.50 or more, highest \"\n", " f\"{run.loc[:end].max():.2f}\")\n", "print(f\"\\n{'':>8}{'rate':>6}{'gap':>6}{'':>12}{'rate':>6}{'gap':>6}\")\n", "for i in range(-2, 10):\n", " row = \"\"\n", " for t in others:\n", " d = t + i * MONTH\n", " row += f\"{d:%b %Y}{u[d]:>6.1f}{s[d]:>6.2f}\" + \" \" * 4\n", " print(row.rstrip())\n", "after24 = s.loc[\"2024-10\":]\n", "print(f\"\\nsince October 2024: highest gap {after24.max():.2f}, \"\n", " f\"in {after24.idxmax():%B %Y}; September 2026: {s.iloc[-1]:.2f}\")" ] }, { "cell_type": "markdown", "id": "c45a8171", "metadata": {}, "source": [ "The 2003 alarm came 20 months after the November 2001 trough, with the unemployment rate still rising, to 6.3 percent in June 2003, the highest it reached after that recession. It lasted two months at exactly 0.50 and was gone by September. Sahm's 2019 sentence, \"only during or closely following recessions\", has room for it.\n", "\n", "July 2024 has no such room: the last trough was April 2020, more than four years before. The alarm lasted three months, July to September 2024, and peaked at 0.57 in August; the gap was back to 0.40 in October, has not been higher since, and reads 0.00 in September 2026. Sahm's explanation, in *Stay-At-Home Macro* on 6 September 2024: \"There are signs that stronger labor supply, not just weaker labor demand, helped push the Sahm rule past its 0.50 percentage point threshold.\" \"Unemployed entrants to the labor force (new or returning) accounted for about half of the increase.\" Hence \"The current Sahm rule reading is likely overstating the weakening in demand and not at recessionary levels,\" because \"The Sahm rule does not distinguish between these two dynamics, and can look more ominous when the labor force is expanding rapidly.\" On 10 February 2026, after the revised payroll figures, she added: \"July 2024 was also when the rise in the unemployment rate triggered the Sahm rule recession indicator. At the time, the unemployment rate appeared out of step with payrolls, but that gap largely reflected the long lags in measuring employment.\"\n", "\n", "As of September 2026, the last month in the file, the NBER has dated no recession since 2020: its business-cycle page still reads \"The most recent trough occurred in April 2020,\" and the committee's latest announcement, of 19 July 2021, is the determination of that trough.\n", "\n", "## Real Time Against Revised\n", "\n", "Everything so far uses today's data, which nobody had at the time. In FRED's words, SAHMREALTIME \"is based on \"real-time\" data, that is, the unemployment rate (and the recent history of unemployment rates) that were available in a given month\", and \"The BLS revises the unemployment rate each year at the beginning of January, when the December unemployment rate for the prior year is published.\" The cell sets the indicator as it was published against today's, month by month and alarm by alarm, from 1960." ] }, { "cell_type": "code", "execution_count": 8, "id": "ea3e2416", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:18.062874Z", "iopub.status.busy": "2026-10-16T06:00:18.062801Z", "iopub.status.idle": "2026-10-16T06:00:18.069501Z", "shell.execute_reply": "2026-10-16T06:00:18.069178Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "801 months with both; identical in 27%, mean gap 0.05; largest:\n", " Nov 1976: then 0.50, now 0.13\n", " Oct 1960: then 0.93, now 0.63\n", " Oct 1976: then 0.43, now 0.13\n", " Nov 1960: then 1.07, now 0.80\n", "July 2003: then 0.47, now 0.50\n", "July 2024: then 0.53, now 0.50\n", "months on opposite sides of 0.50: 16\n", "\n", " peak alarm then alarm now\n", "Apr 1960 Aug 1960 +4 Oct 1960 +6\n", "Dec 1969 Oct 1969 -2 Mar 1970 +3\n", "Nov 1973 Mar 1974 +4 Jul 1974 +8\n", "Jan 1980 Apr 1980 +3 Feb 1980 +1\n", "Jul 1981 Nov 1981 +4 Nov 1981 +4\n", "Jul 1990 Nov 1990 +4 Oct 1990 +3\n", "Mar 2001 Jun 2001 +3 Jun 2001 +3\n", "Dec 2007 Apr 2008 +4 Feb 2008 +2\n", "Feb 2020 Apr 2020 +2 Apr 2020 +2\n", "then: median 4 months after the peak; no recession near: Nov 1976, Jul 2024\n", "now: median 3 months after the peak; no recession near: Jul 2003, Jul 2024\n" ] } ], "source": [ "#| label: Real Time Against Revised\n", "rt = df[\"SAHMREALTIME\"] # the indicator as first published\n", "both = pd.concat([rt.rename(\"then\"), s.rename(\"now\")], axis=1).dropna()\n", "diff = (both[\"then\"] - both[\"now\"]).round(2)\n", "print(f\"{len(both)} months with both; identical in {(diff == 0).mean():.0%}\"\n", " f\", mean gap {diff.abs().mean():.2f}; largest:\")\n", "for d in diff.abs().nlargest(4, keep=\"first\").index:\n", " print(f\" {d:%b %Y}: then {both.then[d]:.2f}, now {both.now[d]:.2f}\")\n", "for d in pd.to_datetime([\"2003-07-01\", \"2024-07-01\"]):\n", " print(f\"{d:%B %Y}: then {both.then[d]:.2f}, now {both.now[d]:.2f}\")\n", "sides = ((both.then >= 0.5) != (both.now >= 0.5)).sum()\n", "print(f\"months on opposite sides of 0.50: {sides}\")\n", "\n", "then_ = [t for t in alarms(rt) if t.year >= 1960]\n", "now_ = [t for t in first if t.year >= 1960]\n", "print(f\"\\n{'peak':>8}{'alarm then':>16}{'alarm now':>16}\")\n", "lag = {\"then\": [], \"now\": []}\n", "for p, tr in REC[3:]:\n", " row = f\"{p:%b %Y}\"\n", " for key, runs in ((\"then\", then_), (\"now\", now_)):\n", " t = next(t for t in runs if near(t, p, tr))\n", " lag[key].append(months(p, t))\n", " row += f\"{t:%b %Y}\".rjust(12) + f\"{months(p, t):>+4d}\"\n", " print(row)\n", "for key, runs in ((\"then\", then_), (\"now\", now_)):\n", " lone = [t for t in runs if not any(near(t, p, tr) for p, tr in REC)]\n", " print(f\"{key}: median {np.median(lag[key]):.0f} months after the peak;\"\n", " f\" no recession near: {', '.join(f'{t:%b %Y}' for t in lone)}\")" ] }, { "cell_type": "markdown", "id": "de1c70ab", "metadata": {}, "source": [ "The two series agree to the hundredth in 27% of the 801 months they share and differ by 0.05 on average. July 2024 read 0.53 as published and reads 0.50 today, still on the line, by a hair. The largest gaps are older: November 1976 read 0.50 then and reads 0.13 now, October 1960 0.93 then and 0.63 now.\n", "\n", "Run on what was known at the time, the alarm rang for each of the nine recessions since 1960, a median of 4 months after the peak, against 3 on today's data. It is not a fixed delay: real time was earlier in 1960 and 1973, later in 1980, 1990 and 2008, and in 1969 it rang in October, two months before the December peak. The six real-time alarms for the recessions since 1970 are the six months Sahm's 2019 chapter drew in its figure 3: March 1974, April 1980, November 1981, November 1990, June 2001 and April 2008. The alarms without a recession change too. In real time the rule never rang in 2003 (0.47 in July 2003), but it rang in November 1976, twenty months after the March 1975 trough, which today's data put at 0.13. Each version has two alarms with no recession near, and only one of them is the same: July 2024.\n", "\n", "## Every Threshold\n", "\n", "Sahm chose 0.50 in 2019. The cell runs the alarm at five thresholds, with the same window." ] }, { "cell_type": "code", "execution_count": 9, "id": "993f4e05", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:18.070277Z", "iopub.status.busy": "2026-10-16T06:00:18.070200Z", "iopub.status.idle": "2026-10-16T06:00:18.073350Z", "shell.execute_reply": "2026-10-16T06:00:18.072996Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "threshold alarms recessions caught no recession near\n", " 0.30 22 12 of 12 7\n", " 0.40 16 12 of 12 2\n", " 0.50 15 12 of 12 2\n", " 0.60 13 12 of 12 0\n", " 0.70 13 12 of 12 1\n" ] } ], "source": [ "#| label: Every Threshold\n", "def score(threshold):\n", " runs = alarms(s, threshold)\n", " caught = sum(any(near(t, p, tr) for t in runs) for p, tr in REC)\n", " lone = [t for t in runs if not any(near(t, p, tr) for p, tr in REC)]\n", " return runs, caught, lone\n", "\n", "print(f\"{'threshold':>9}{'alarms':>8}{'recessions caught':>19}\"\n", " f\"{'no recession near':>19}\")\n", "for th in (0.3, 0.4, 0.5, 0.6, 0.7):\n", " runs, caught, lone = score(th)\n", " print(f\"{th:>9.2f}{len(runs):>8}{f'{caught} of {len(REC)}':>19}\"\n", " f\"{len(lone):>19}\")" ] }, { "cell_type": "markdown", "id": "4b62a7cd", "metadata": {}, "source": [ "Every threshold from 0.30 to 0.70 catches all twelve recessions; what changes is the alarms with none. At 0.30 there are seven, at 0.40 and 0.50 two, at 0.70 one (June 1992, fifteen months after the March 1991 trough), and at 0.60 none: set at 0.60, the rule has never rung with no recession near since 1949 (the 1959 strike month, at exactly 0.60, still rings, inside the 1960 window). Choosing 0.60 after seeing these 77 years is hindsight, a threshold fitted to the twelve recessions already known and to the 2003 and 2024 alarms it was picked to miss.\n", "\n", "## Your Own Threshold\n", "\n", "Put any threshold at the top of the cell and run it (0.3 to 0.7 is the useful range). It prints the alarms with no recession near, and for each recession the first alarm inside its window, counted from the peak: a minus sign means it rang before the peak." ] }, { "cell_type": "code", "execution_count": 10, "id": "80db401f", "metadata": { "execution": { "iopub.execute_input": "2026-10-16T06:00:18.074074Z", "iopub.status.busy": "2026-10-16T06:00:18.074003Z", "iopub.status.idle": "2026-10-16T06:00:18.076613Z", "shell.execute_reply": "2026-10-16T06:00:18.076233Z" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "threshold 0.50: 15 alarms, 12 of 12 recessions caught, 2 with no recession near\n", " no recession near: July 2003\n", " no recession near: July 2024\n", "each recession's first alarm, months from its peak: +4 +4 +2 -5 +3 +8 +1 +4 +3 +3 +2 +2\n", "median +3.0 months\n" ] } ], "source": [ "#| label: Your Own Threshold\n", "THRESHOLD = 0.5 # try anything from 0.3 to 0.7\n", "\n", "runs, caught, lone = score(THRESHOLD)\n", "print(f\"threshold {THRESHOLD:.2f}: {len(runs)} alarms, {caught} of \"\n", " f\"{len(REC)} recessions caught, {len(lone)} with no recession near\")\n", "for t in lone:\n", " print(f\" no recession near: {t:%B %Y}\")\n", "lags = [months(p, t) for p, tr in REC\n", " for t in [t for t in runs if near(t, p, tr)][:1]]\n", "print(\"each recession's first alarm, months from its peak:\",\n", " \" \".join(f\"{x:+d}\" for x in lags))\n", "print(f\"median {np.median(lags):+.1f} months\")" ] }, { "cell_type": "markdown", "id": "c074d251", "metadata": {}, "source": [ "At 0.50 the cell gives back the table above with the 1959 strike alarm in its place, −5 for the 1960 recession, and the median stays at 3 months after the peak. Lower the threshold and the alarm rings earlier: at 0.30 the median is 1 month after the peak and four of the twelve recessions are flagged before it, at the price of seven alarms with no recession near. Raise it and it rings later: a median of 4 months at 0.60, 4.5 at 0.70.\n", "\n", "## What the Numbers Show\n", "\n", "Has the Sahm rule ever been wrong? Rebuilt to the letter from the unemployment rate, it matches Sahm's published series in all 931 months, and it rang in every one of the twelve recessions since 1948, a median of 3 months after the peak. It rang three times without one under way: in late 1959, during the steel strike, five months before a recession that came anyway; in July 2003, twenty months into a recovery with unemployment still rising; and in July 2024, with no recession on either side. On the data published at the time the list is different, 1976 instead of 2003, but July 2024 is on both, at 0.53 then and 0.50 now. July 2024 is the rule's one clean miss in 77 years: it rang on a rise in unemployment of which, by Sahm's own count, about half came from people entering the labor force, and no recession followed.\n", "\n", "Five limits, each in one sentence. The rule is a confirmation, not a forecast: in all twelve recessions it rang after the peak. The revised series is not what anyone saw at the time, which is what SAHMREALTIME is for, and the two disagree about which alarms were false. Twelve recessions are a small sample for any rule. A threshold tuned on them, such as the 0.60 that leaves no alarm without a recession near, is hindsight. And \"no recession since 2020\" holds as of September 2026, the last month in the file; the NBER dates recessions with a long delay, so a recession under way in 2026 would not be dated yet." ] }, { "cell_type": "markdown", "id": "cc550a0e", "metadata": {}, "source": [ "## Sources\n", "\n", "1. C. Sahm, [\"Direct Stimulus Payments to Individuals\"](https://www.hamiltonproject.org/publication/policy-proposal/direct-stimulus-payments-to-individuals/), chapter 3 of *Recession Ready: Fiscal Policies to Stabilize the American Economy* (The Hamilton Project, 16 May 2019), pages 67–92: the rule, its test on real-time data since 1970, and endnote 7 on 1959.\n", "2. C. Sahm, *Stay-At-Home Macro*: [\"Sahm-thing more on the Sahm rule\"](https://stayathomemacro.substack.com/p/sahm-thing-more-on-the-sahm-rule) (26 July 2024), [\"Labor market conditions.\"](https://stayathomemacro.substack.com/p/labor-market-conditions) (6 September 2024) and [\"A Year With No Jobs—But No Recession\"](https://stayathomemacro.substack.com/p/a-year-with-no-jobsbut-no-recession) (10 February 2026).\n", "3. FRED, Federal Reserve Bank of St. Louis: U.S. Bureau of Labor Statistics, Unemployment Rate [UNRATE]; Claudia Sahm, Sahm Rule Recession Indicator [SAHMCURRENT]; Claudia Sahm, Real-time Sahm Rule Recession Indicator [SAHMREALTIME]; retrieved 16 October 2026, with their series notes. Each is marked public domain, citation requested.\n", "4. U.S. Bureau of Labor Statistics, [\"2025 federal government shutdown impact on the Current Population Survey\"](https://www.bls.gov/cps/methods/2025-federal-government-shutdown-impact-cps.htm) (last modified 11 March 2026).\n", "5. National Bureau of Economic Research, [\"US Business Cycle Expansions and Contractions\"](https://www.nber.org/research/data/us-business-cycle-expansions-and-contractions), the [Business Cycle Dating](https://www.nber.org/research/business-cycle-dating) page and the committee's announcements.\n", "6. *Economic Report of the President*, 1960, chapter 2, \"Economic Developments in 1959\", via FRASER, Federal Reserve Bank of St. Louis: the 1959 steel strike.\n", "\n", "*Every number in this notebook is computed by its own cells from the one data file.*" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.13.9" } }, "nbformat": 4, "nbformat_minor": 5 }