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Macintosh-based computer graphics designed and executed by Red Dot Interactive of San Francisco were used to illustrate two math problems, Chebyshev's theorem and a presentation of Ramsey theory. Ramsey theory as expressed in the "party" problem shows how quickly a simple problem grows in complexity to a point where there is no solution in sight, either by computer or mathematical proof. The problem's presentation in two forms (one by Erdös, the other with animation) makes it accessible to non-mathematicians, and provides an example of how a mathematical proof can make exhaustive calculations unnecessary.

Paul ErdösDespite his intensely social working style, Erdös was a man who never married or settled down. Ultimately, we see him alone, and as Michal Karonski, a Polish mathematician, says, "perhaps very lonely." Whenever Erdös encounters a child, be it in Muir Woods, California or on a Budapest playground, he performs a trick, but the trick merely baffles the child and shows Erdös's innocent awkwardness in social situations. In a deeply personal moment Erdös confesses that he never married because he could never stand sexual pleasure-a trait he believes to be a unique abnormality.

The most important relationship in Erdös's life was with his mother. A powerful woman who nurtured his interest in math, Ana Erdös took care of her son and traveled with him well into her nineties. She became overly protective of her son after losing her only other children (two daughters) to scarlet fever a few days before Erdös was born. The mutual love and dedication between Erdös and his mother are described in some of the most emotional scenes in the film. The loss of his mother defined his loneliness to the end of his life. Hungarian mathematician Vera Sós explains that after his mother's death, Erdös refused to stay in the Budapest apartment where she lived and would not even enter it alone.

Mrs. Anne Davenport and Lady Jeffreys, both widows of English scientists and close friends of Erdös since his days at Cambridge in the 1930s, punctuate the film with their comments on Erdös's often childlike naiveté and innocence. Indeed, we see him boarding planes in Budapest and San Francisco, wandering the streets of Budapest, pacing in the library at Princeton's Institute for Advanced Study, and walking across a Cambridge lawn-with the same distinctive, lost look, his mind locked on a math problem.

At a Poznan banquet in his honor, Erdös imparts his favorite stories about how other famous mathematicians died. When George Pólya was 97, Erdös toasted him and promised to celebrate his 100th birthday with great splendor. Pólya said, "Maybe I want to be 100, but not 101, because old age and stupidity are too unpleasant." Pólya died when he was 98. Erdös sits down, then remembers another story about the great mathematician Leonhard Euler (1707-1783). When he died, Euler just said, "I am finished," and collapsed and died. When Erdös once related that story, he says, another mathematician "callously remarked, 'Well, another conjecture of Euler's has been proven.'"

In an age when genius is a mere commodity, it is useful to look at a person who led a rich life without the traditional trappings of success. True dedication to a life of the mind has its own rewards, as Joel Spencer eloquently explains in his concluding remarks on the quest to unveil new pages of "The Book." At the end, Erdös is alone in a guest room, reading and writing in the notebooks he kept all his life.

 

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