Short answer: Immanuel Kant never took an IQ test. The best-documented estimate comes from Catharine Cox's 1926 study of 301 geniuses: her raters scored him 135 for childhood and 145 for ages 17 to 26, working from records she rated as thin. The 175 seen on list sites matches her statistical correction for missing data, which Cox herself called a crude approximation.
At a glance
| Estimated IQ | 135 (childhood) and 145 (ages 17–26), Cox 1926; about 175 in tables of her corrected figures |
|---|---|
| Basis of estimate | Retrospective ratings of biographical records; reliability of data rated .43 |
| Measured score | None on record |
| Born – died | 22 April 1724 – 12 February 1804, Königsberg |
| Field | Philosophy: epistemology, ethics, aesthetics |
| Signature achievement | Critique of Pure Reason (1781; revised 1787) |
| Comparable minds | David Hume, Gottfried Leibniz, Friedrich Nietzsche |
The rating: 135, then 145
Kant is in the book. Catharine Cox's The Early Mental Traits of Three Hundred Geniuses (Stanford University Press, 1926) gives him a full case study among those "rated at AI IQ 130 to 140." Her raters read the biographical record and assigned two figures: an AI IQ of 135 for development to age 17, and an AII IQ of 145 for ages 17 to 26. Cox graded the reliability of the data behind both at .43, below the median for her sample. Our Immanuel Kant profile covers the life beyond the numbers.
The inputs were concrete. His father was a harness maker in Königsberg. His mother taught him about plants and the night sky before he started school. At eight and a half he entered a pietist school, the Collegium Fridericianum, and from 9 to 14 he held first place in his class. He entered the University of Königsberg in 1740, at 16, and published his first book, Thoughts on the True Estimation of Living Forces, in his mid-twenties. Cox added a telling line: "apparently no one of his schoolmates or teachers suspected Kant's genius."
On the modern scale, 135 is roughly the top 1 percent and 145 about three standard deviations above the mean. Cox, however, framed her ratings on the older Stanford-Binet, and the method behind all such figures is explained in our guide to historical IQ estimates.
Cox doubted her own 135
The most important sentence about Kant's IQ is in Cox's discussion of the 135 group. She wrote that "in several of the cases the rating of 135 clearly involves a regression for lack of data." Then she named names: the group's "true upper limit, set by such youths as Cousin, Darwin, Erasmus, Da Vinci, and Kant, is probably in the IQ range above 160."
In plain terms, Cox believed Kant's rating was dragged down by thin records, not by a modest mind. Her method rewarded documented precocity: a child whose tutor recorded Latin at five would score higher than a child whose schooling left few notes. Kant's greatness arrived late and on the page, not early and in family letters.
Where the 175 comes from
The number that turns up for Kant on list sites is 175. It is not a test score and not Cox's rating. It comes from her attempt to correct for incomplete records, which she knew pushed every estimate toward the average. Cox called the correction "a crude approximation," one that indicated "a point below which the true IQ probably did not fall." Secondary tables that reproduce her corrected figures list Kant at about 175.
Read that way, 175 is a statistically adjusted floor from the 1920s, built on data Cox graded at .43. It is defensible to cite with that label. It is misleading to cite as "Kant's IQ." The raw ratings, 135 and 145, are the figures her case study actually prints.
The evidence of the mind
Kant's record is one of late, overwhelming output. In 1755 his Universal Natural History and Theory of the Heavens proposed that the solar system formed from a rotating cloud of matter, the nebular hypothesis. In 1770 he became full professor of logic and metaphysics at Königsberg. Then came a "silent decade" of work with almost nothing published.
It ended in 1781 with the Critique of Pure Reason, when Kant was 57. The Groundwork of the Metaphysics of Morals followed in 1785, the Critique of Practical Reason in 1788 and the Critique of the Power of Judgment in 1790: four foundational works in nine years. His central move, often called a Copernican revolution in philosophy, reversed the question of knowledge: objects conform to the structure of the mind, not the other way round. He credited David Hume with waking him from his "dogmatic slumber"; see Hume vs. Kant.
He did it without leaving home. Kant lived his whole life in and around Königsberg and never married.
Kant among Cox's philosophers
Against the other philosophers in the table below, all rated in Cox's volume, Kant's raw ratings sit near the bottom. Read the table as a record of documentation as much as of ability.
| Philosopher | Childhood rating (to 17) | Early-adult rating (17–26) |
|---|---|---|
| Gottfried Leibniz | 185 | 190 |
| John Stuart Mill | 190 | 170 |
| David Hume | 155 | 160 |
| René Descartes | 150 | 160 |
| G. W. F. Hegel | 150 | 145 |
| Immanuel Kant | 135 | 145 |
| Baruch Spinoza | 130 | 145 |
Cox found that philosophers as a group averaged higher than any other field on both ratings. Kant's modest place inside that elite group mostly reflects the thinness of his childhood file, the point Cox herself made. For head-to-head context, Kant vs. Hegel sets the idealists side by side, and our ranking of philosophers by estimated IQ places every figure in one table. Neither Nietzsche nor Marx appears in Cox at all.
What the number leaves out
An IQ estimate for ages up to 26 describes a young man. Kant's defining work came three decades later. A rating built on school rank and a first book could not register the capacity that mattered most: the persistence to spend eleven years rebuilding the foundations of knowledge, then produce three major critiques in nine years. That is a test of sustained concentration no timed exam approaches.
How we assessed this
We read Kant's case study in a scanned copy of Cox's 1926 volume, including the AI and AII ratings and reliability grades, and her discussion of the 135 group. We checked dates against standard references. Corrected figures appear only as secondary tabulations, so we report them with that label. Where Cox's raw rating and the internet figure differ, we give the raw rating first.
Frequently asked questions
What was Immanuel Kant's IQ?
Kant was never tested. Catharine Cox's 1926 study estimated his IQ at 135 for childhood and 145 for ages 17 to 26, based on biographical records she graded as thin (reliability .43). Tables of her corrected figures give about 175, but Cox described that correction as a crude approximation of a lower bound, not a measurement.
Was Kant a genius?
Yes, by the evidence of achievement. Between 1781 and 1790 he published the Critique of Pure Reason, the Critique of Practical Reason and the Critique of the Power of Judgment, which reshaped epistemology, ethics and aesthetics. Cox named him among the youths whose true level probably lay above 160, higher than his sparse records allowed her raters to score.
Who had a higher IQ, Kant or Hume?
On Cox's raw ratings, David Hume scored higher: 155 for childhood and 160 for ages 17 to 26, against Kant's 135 and 145. The gap mostly reflects documentation, not proof of greater ability. Cox flagged Kant's low rating as partly an artifact of missing data. Kant credited Hume with waking him from his dogmatic slumber.
Is Kant's IQ really 175?
Not as a measurement. The 175 figure matches the output of Cox's statistical correction for incomplete historical records. She called the correction a crude approximation that marked a point below which the true IQ probably did not fall. Her actual printed ratings for Kant are 135 and 145.
Why did Kant publish his major work so late?
Kant became professor of logic and metaphysics at Königsberg in 1770, then spent roughly a decade, often called his silent decade, working out his system while publishing little. The Critique of Pure Reason appeared in 1781, when he was 57. His other two critiques followed by 1790.
Sources
- Cox, C. M. (1926). Genetic Studies of Genius, Vol. II: The Early Mental Traits of Three Hundred Geniuses — Internet Archive — Kant case study (AI 135, AII 145, reliability .43); discussion of the 135 group; correction method; ratings for Leibniz, Mill, Hume, Descartes, Hegel, Spinoza
- Simonton, D. K. — Personal characteristics that contribute to greatness (chapter reproducing Cox's estimates), UC Davis — Secondary tabulation of Cox's uncorrected and corrected estimates for philosophers
- Immanuel Kant — Wikipedia — Dates, father's trade, education, 1755 nebular hypothesis, 1770 professorship, silent decade, the three Critiques, Hume's 'dogmatic slumber'
Editorial standard: IQ figures for historical figures are retrospective estimates and are labeled as such; scores for living people appear only when the person disclosed them or a reputable outlet reported them. Corrections: contact the editors.