George Pólya
The Hungarian mathematician who demystified problem-solving, teaching generations how to think with his famous four-step method.
1887–1985 (age 98)·Hungarian mathematician·Birthday: December 13·The Lost Generation
Biography
George Pólya’s intellectual journey began in Budapest and wound through some of Europe's greatest centers of learning before settling at Stanford. While his research in probability, combinatorics, and complex analysis earned him respect among peers, his true and enduring impact was pedagogical. He was fascinated not just by mathematical truth, but by the process of discovery—how an idea is born. This curiosity crystallized in his 1945 book 'How to Solve It', which distilled problem-solving into a simple, universal heuristic: understand the problem, devise a plan, carry out the plan, look back. This framework escaped the confines of mathematics, becoming a staple in fields from engineering to business. Pólya believed deeply that mathematics was not a spectator sport; his teaching and writing, full of suggestive questions and 'aha!' moments, were designed to make students active participants in their own learning, leaving a legacy that transformed how the subject is taught worldwide.
The Lost Generation
1883–1900
Came of age during World War I. Disillusioned by the carnage, they rejected the certainties of the Victorian era and built modernism from the wreckage — in art, literature, and politics.
George was born in 1887, placing them squarely in The Lost Generation. The events that shaped this generation — world wars, depression, and rapid industrialization — shaped the world they entered and the choices available to them.
#1 When George Was Born
The biggest hits of 1887
George's Life & Times
The world at every milestone
1887Born
President: Grover Cleveland
1892Started school
President: Benjamin Harrison
1900Became a teenager
Boxer Rebellion in China
President: William McKinley
1903Could drive
Wright brothers achieve first powered flight
President: Theodore Roosevelt
1905Could vote
Einstein publishes the theory of special relativity
President: Theodore Roosevelt
1908Turned 21
Ford Model T goes into production
President: Theodore Roosevelt
1917Turned 30
Russian Revolution overthrows the tsar; US enters WWI
President: Woodrow Wilson
1927Turned 40
Lindbergh flies solo across the Atlantic; The Jazz Singer premieres
President: Calvin Coolidge"My Blue Heaven" — Gene Austin
1937Turned 50
Hindenburg disaster; Golden Gate Bridge opens
Gas: $0.20/galPresident: Franklin D. Roosevelt"A-Tisket, A-Tasket" — Ella FitzgeraldBest Picture: The Life of Emile Zola
1947Turned 60
India gains independence; the Dead Sea Scrolls found
Gas: $0.23/galHome: $6,600Min wage: $0.40/hrPresident: Harry S. Truman"Near You" — Francis CraigBest Picture: Gentleman's Agreement
1957Turned 70
Sputnik launches the Space Age
Gas: $0.31/galHome: $10,550Min wage: $1.00/hrPresident: Dwight D. Eisenhower"All Shook Up" — Elvis PresleyBest Picture: The Bridge on the River Kwai
1967Turned 80
Summer of Love in San Francisco; first Super Bowl
Gas: $0.33/galHome: $14,250Min wage: $1.40/hrPresident: Lyndon B. Johnson"To Sir, with Love" — LuluBest Picture: In the Heat of the Night
1985Died at 98
Live Aid concerts raise money for Ethiopian famine
Gas: $1.12/galHome: $62,900Min wage: $3.35/hrPresident: Ronald Reagan"Careless Whisper" — Wham!Best Picture: Out of Africa
Key Achievements
- Authored the immensely influential book 'How to Solve It' (1945), which introduced a four-step heuristic for problem-solving used across disciplines.
- Made significant contributions to mathematical fields including probability, combinatorics, number theory, and the theory of functions.
- Co-authored 'Inequalities' with G.H. Hardy and J.E. Littlewood, a foundational text in mathematical analysis.
- Served as a professor of mathematics for over four decades, first at ETH Zürich and later at Stanford University.
Did You Know?
He was part of the informal group of brilliant Hungarian scientists and mathematicians nicknamed 'The Martians'.
While at ETH Zürich, one of his doctoral students was the future Nobel laureate in physics, Wolfgang Pauli.
He was an avid mountain climber and often used analogies from climbing in his teaching.
Pólya's theorem in combinatorics is a classic result in the enumeration of mathematical objects.
“If you can't solve a problem, then there is an easier problem you can solve: find it.”
