Art of the Problem on MSN
The prime number theorem, how a simple formula knows what you cannot count
Prime numbers scatter unpredictably across the number line, yet a single logarithmic formula estimates exactly how many exist below any number you choose. This is one of mathematics' most elegant ...
Art of the Problem on MSN
The prime number theorem, how a logarithmic spiral unlocks the secret of primes
Prime numbers scatter unpredictably, yet a pattern hidden in logarithmic spirals reveals their density with stunning precision. This is the Prime Number Theorem, one of mathematics' most elegant ...
You're currently following this author! Click to unsubscribe from email alerts. Prime numbers are one of the most basic topics of study in the branch of mathematics called number theory. Primes are ...
On March 20, American-Canadian mathematician Robert Langlands received the Abel Prize, celebrating lifetime achievement in mathematics. Langlands' research demonstrated how concepts from geometry, ...
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Like many math students, I had dreams of mathematical greatness. I thought I was close once. A difficult algebra problem in college kept me working late into the night. After hours of struggle, I felt ...
This series has dealt with prime numbers. The first article “The Fermat Test — Another Principle of Primality Testing” ...
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“You don't have to believe in God, but you have to believe in The Book,” the Hungarian mathematician Paul Erdős once said. The Book, which only exists in theory, contains the most elegant proofs of ...
Primes still have the power to surprise. Chris-LiveLoveClick/shutterstock.com On March 20, American-Canadian mathematician Robert Langlands received the Abel Prize ...
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