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In the 1930s, Russian mathematician Aleksandr Khinchin discovered a surprising fact.
When most real numbers are written as continued fractions, the geometric average of their terms approaches the same value: 2.6854520010….
This number is called Khinchin’s Constant.
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Every four-digit numerical palindrome (e.g. 1991) is a multiple of 11
abba = 1000a + 100b + 10b + a = 1001a + 110b = 11(91a + 10b)
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George Green is the Ramanujan of physics. Born to a miller in Nottingham, Green himself took up the trade and was largely self-educated.
At 35, he rented out his mill and wrote "An Essay on the Application of Mathematical Analysis to the Theories of Electricity and Magnetism". In this work, he introduced what are now known as Green's formula, the Green function, and potential, laying the groundwork for potential theory.
He self-published this essay as a small booklet, with the financial support of friends. Only after this accomplishment did he attend Cambridge to obtain a formal education. Tragically, he passed away at 48.
Later historians studied the resources available to Green during his self-education in Nottingham. Among their findings was an intriguing entry in the local gentlemen's club library: Laplace's "Traité de mécanique céleste".
If this was the cornerstone of his learning, it remains a mystery how he mastered French, given that he had never attended school prior to writing his seminal work.
In the English language, what is the only number that has its letters arranged in alphabetical order?
An asset drops in value by 50%. By what percentage must it grow to get back to its original price?
Are there more real decimal numbers between 0 and 1, or more whole numbers (1, 2, 3...) stretching out to infinity?
Donald Knuth included Fermat’s Last Theorem as one of the exercises in his monumental The Art Of Computer Programming.
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Who calculated the orbital trajectories for NASA's first successful human spaceflights?
Which mathematician cracked the German "Enigma" code during World War II?
Which mathematician wrote The Elements, the foundational textbook for Geometry?
Available now! Telegram Research 2025 — the year's key insights 
