Paul Erdős
One of the most prolific mathematicians of the twentieth century (1913–1996), who published more than 1,500 papers over his lifetime and posed hundreds of open problems with monetary prizes, spanning combinatorics, number theory, graph theory, and related fields.
Core Facts
Paul Erdős (1913–1996) published more than 1,500 papers over his lifetime and collaborated with more than 500 co-authors.
Erdős was renowned for posing a large number of concise yet extremely difficult conjectures, which he used to incentivize the mathematical community through prize money ranging from $25 to $10,000.
The Erdős Unit Distance Problem asks how many pairs of points among n points placed in the plane can have a distance of exactly 1.
Timeline (last 90 days)
The probabilistic method, pioneered by Paul Erdős, argues for the existence of an object by proving that a random object satisfies a certain property with probability greater than zero, without providing a concrete example.
All Facts (6)
Paul Erdős (1913–1996) published more than 1,500 papers over his lifetime and collaborated with more than 500 co-authors.
85%VerifiedErdős was renowned for posing a large number of concise yet extremely difficult conjectures, which he used to incentivize the mathematical community through prize money ranging from $25 to $10,000.
65%VerifiedThe Erdős Unit Distance Problem asks how many pairs of points among n points placed in the plane can have a distance of exactly 1.
65%UnverifiedErdős本人猜测单位距离问题的最大对数约为n^(1+c/log log n)量级
70%Unverified单位距离问题由匈牙利数学家Paul Erdős于1946年提出，属于组合几何领域
70%UnverifiedThe probabilistic method, pioneered by Paul Erdős, argues for the existence of an object by proving that a random object satisfies a certain property with probability greater than zero, without providing a concrete example.
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