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Nobel Jews

The numbers

How over-represented, and how sure can we be?

Every figure here is computed from the Nobel Foundation's records and published population data by a tested statistics engine. The formulas are on the methodology page.

Share of individual laureates

22.5%

223 of 990 people, 1901–2025, from a people who are about 0.19% of the world today.

Time-weighted ratio, the one we lead with

61×

223 observed against 3.7 expected if prizes had tracked the Jewish share of the world in each prize year.

Relative rate per person

78×

How much more often a Jewish person has won than anyone else, adjusted for population in each prize year.

Chance under proportionality

1 in 10 to the power of 315

The exact binomial probability of 223 or more Jewish laureates in 995 awards if prizes simply tracked population.

By prize and by decade

Where and when

The same numbers, drawn as pictures

Share of laureates who are Jewish, by prize

Individual awards, 1901–2025.

  • Jewish laureates
  • All other laureates
Expected = the sum, over every award in the category, of the Jewish share of world population in the award year.

Jewish share of laureates, by decade

The ink tick marks the Jewish share of the world's population in the middle of each decade.

  • Jewish share of laureates
  • Jewish share of world population
Nobel Foundation API; population share interpolated from the population series.

The running total

Cumulative Jewish share of all individual laureates since 1901, against the Jewish share of the world in each year.

  • Cumulative share of laureates
  • Share of world population

Naive versus time-weighted

Why we lead with the smaller number

The popular figure compares today's share of prizes with today's share of population. That flatters the result, because Jews were a larger share of the world when many of the prizes were won.

Naive ratio

117×

  1. 1. Share of laureates: 223 ÷ 990 = 22.53%
  2. 2. Share of the world today: 15.7 million ÷ 8.14 billion = 0.193%
  3. 3. Ratio: 22.53% ÷ 0.193% = 117×

Time-weighted ratio (the one we use)

61×

  1. 1. For each of the 995 individual awards, take the Jewish share of the world in that year (for example about 0.74% in 1930, 0.20% in 2020).
  2. 2. Add them up: 3.7 expected Jewish laureates if prizes tracked population.
  3. 3. Ratio: 223 observed ÷ 3.7 expected = 61×

How long chance would need

Chance would need about 7,600 years. It took 125.

Each small square is one year of Nobel Prizes, starting in 1901, with one century per row. The blue squares are the 125 years it actually took to reach 223 Jewish laureates. Each dot is one Jewish laureate arriving at the pace chance predicts: about one every 34 years.

125 years

what it actually took to reach 223

7,600 years

what chance would need

  • 1901 to 2025: the real record
  • The rest of the years chance would need
  • A Jewish laureate at chance’s pace, about one every 34 years

The same 7,600 years, counted back from today

The blue sliver at the right end is the 125 years of real prizes. Everything to its left is the time chance would still need.

The same comparison as a table
Year the numbered Jewish laureate arrived, in reality and at chance’s pace
Jewish laureateIn realityAt chance’s pace
1st19051935
50th19653601
100th19815301
150th20007001
200th20178701
223rd20259483

At chance’s pace the count would not reach 223 until about the year 9483. Counted backward instead, 7,600 years before today is about 5600 BCE, before writing was invented.

223 Jewish laureates from 1901 to 2025. Chance predicts 3.68 in those 125 years, one every 34.0 years. At that pace 223 would take 7,582 years, about 7,600.
How we computed this

Chance’s figure is the one in the picture above: for every prize to a person, the Jewish share of the world's population in its year, added together (3.68). 125 years divided by that gives one Jewish laureate every 34.0 years at chance’s pace; the dot for the k-th one sits in the year that pace first reaches k. The grid is 125 years times 61 (the real number divided by the expected one), rounded to the nearest hundred: 7,600 squares, 1901 to 9500. It assumes prizes keep coming at the same average pace as since 1901. Dates on the ruler: the earliest known writing, clay tablets from Uruk in Mesopotamia, about 3200 BCE (The Met, Britannica); the Great Pyramid of Giza, built for Khufu about 2560 BCE (World History Encyclopedia).

What if

If Jews were half the world

A thought experiment people often ask about. The honest way to answer it keeps the measured rate per person fixed and asks what share of prizes would follow.

0.1%1%10%90%

Honest model: same rate per person as measured

98.7%

of Nobel laureates, or about 982 of 995 prizes.

Naive model: scale today’s count up

57,681 prizes

That is more than every prize ever awarded (995). Straight-line scaling ignores that prizes are finite and shared, which is why we use the rate model instead.

R = 78: a Jewish person has been about 78 times as likely as anyone else to win, after adjusting for population in each prize year. S(q) = qR ÷ (qR + 1 − q). This is arithmetic about the past record, not a prediction.

The odds

Could it be chance?

Suppose every prize went to a Jewish laureate with probability equal to the Jewish share of the world that year. How likely is a result this extreme?

Probability of 223 or more Jewish laureates in 995 awards

1 in 10 to the power of 315

For scale, there are about 10 to the power of 80 atoms in the observable universe. We compute this exactly with the binomial distribution in log space, using the average expected rate p̄ = 3.7 ÷ 995. The point is not the precise exponent; it is that chance is ruled out. The interesting questions are historical, which is why the context page exists.

By prize

PrizeObservedExpectedChance
Economics400.21 in 10 to the power of 77
Physics600.81 in 10 to the power of 90
Medicine600.91 in 10 to the power of 89
Chemistry370.71 in 10 to the power of 49
Literature170.51 in 10 to the power of 20
Peace90.51 in 10 to the power of 8

Per person

Laureates per 10 million people

Counting laureates against population puts countries and the worldwide Jewish population on the same scale. Countries are by birthplace in today's borders against today's population, a rough but even-handed measure.

Nobel laureates per 10 million people

Countries with at least 8 laureates born there. Jewish laureates also count in their birth countries.

Nobel Foundation API (birthplace, today's borders); World Bank population 2024; world Jewish population estimate.

By religion

Published tallies by religious background

Baruch Aba Shalev, 100 Years of Nobel Prizes (2003)

1901-2000

  • Christian (all denominations)65.7% · 430
  • Jewish21.1% · 138
  • Atheist, agnostic or freethinker10.4% · 68
  • Buddhist1.1% · 7
  • Muslim0.8% · 5
  • Hindu0.5% · 3
  • Other (one each: Brahmin, Neo-Pagan, Shinto)0.5% · 3

Counts come from Shalev's Table 21A, which sorts the 654 laureates into 27 religious labels (the text speaks of 28 religions); shares are each count divided by 654. Shalev's total of 654 is lower than the Nobel Foundation's own record for 1901-2000, which lists 700 prizes to 696 individuals (by category: physics 162, chemistry 135, physiology or medicine 172, literature 97, peace 88, economics 46). His table is short by 46 awards. Every category has a gap, the biggest in physics (147 against 162) and, relative to size, in economics (38 against 46). The chapter does not explain it. The shares here are computed on his 654, not on the full list. The Christian figure adds every Christian denomination in the table, including 3 Quakers and 7 Unitarians, for 430 (65.7%); Shalev's text and pie chart say 65.4%. His text also gives 10.5% for atheists, agnostics and freethinkers, while those table rows add up to 68 (10.4%). The gaps are small inconsistencies within the book itself. 'Other' is one laureate each labelled Brahmin, Neo-Pagan and Shinto; Shalev lists 'Brahmin' separately from 'Hindu'. Shalev gives each person one label from biographical sources and does not explain his rules. The labels describe background or identity, not belief: Wikipedia's summary of the book notes that several laureates who called themselves atheists, such as Richard Feynman and Milton Friedman, appear under 'Jewish'. The book twice gives Jews as 0.02% of the world's population (in the text and in Table 21C). That figure is wrong by a factor of ten: Shalev's own numbers (14 million Jews, and 1.2 billion Muslims described as 20% of humanity) put the Jewish share at about 0.2%. The book also floats speculative explanations for the Jewish share, including a genetic one. This site uses only Shalev's counts, does not endorse those explanations, and makes no genetic claims.

Harriet Zuckerman, Scientific Elite: Nobel Laureates in the United States (1977)

1901-1972

  • Protestant72.0%
  • Jewish27.0% · 19
  • Catholic1.0%

Science prizes only, and only laureates chosen by 1972 who did their prize-winning work in the United States. 'Religious origin' means the religion of the family a laureate grew up in, not personal belief. Adding the 21 laureates raised abroad (92 in all), Zuckerman reports about two-thirds from Protestant families, 28% from Jewish families and just under 5% from Catholic families. Her comparisons: about two-thirds of Americans were raised Protestant; the Catholic share among these laureates was about one twenty-fifth of the Catholic share of Americans; the Jewish share was about nine times the Jewish share of the US population, but about three times the Jewish share of American university faculty, a more comparable group.

Weijia Zhang and Robert G. Fuller, Physics Education (1998)

1901-1990

  • Christian background60.0%
  • Jewish or Jewish background24.0%
  • No affiliation or another religion16.0%

Physics only. The paper gives rounded percentages, not counts. Religion was taken from a single reference book (Schlessinger and Schlessinger, The Who's Who of Nobel Prize Winners, 1990), and the authors describe religious belief as the hardest item in their database to judge. John Bardeen, who won the physics prize twice, is counted once among the 139.

Migration

Born in one country, honored for work in another

Many Jewish laureates did their prize-winning work far from where they were born, many of them as refugees.

Moved country before the prize work

35%

Of the Jewish laureates whose prize work was tied to an institution, 69 of 195 were born in what is now a different country from the one where they did that work.

Countries of birth

29

Counted in today's borders, for Jewish laureates whose birthplace is recorded.

Countries of the prize work

13

Where the institution named in the award was, for laureates with one.

From birth country to the country of the prize-winning institution

Jewish laureates, with countries in today's borders. Stronger links lead to a different country; fainter links stayed in the country of birth. The faintest links have no institution (common for literature and peace) and are not counted as moves.

  • Different country
  • Same country
  • No institution
Nobel Foundation API: birthplace (today's borders) and affiliation at the time of the award.

Women

12 of the 67 women laureates

Jewish share of women laureates

17.9%

12 of 67 women, compared with 22.5% of all laureates.

Every definition and formula, with worked examples