The Mathematical Experience |
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Page 209
... number of elements . This had been conjectured by Burnside many years earlier . Fol- lowing the inspiration of the Feit - Thompson success , a tre- mendous surge of new activity erupted in finite group the- ory ... Prime Number Theorem.
... number of elements . This had been conjectured by Burnside many years earlier . Fol- lowing the inspiration of the Feit - Thompson success , a tre- mendous surge of new activity erupted in finite group the- ory ... Prime Number Theorem.
Page 210
... theorem is remarkably elusive . Due to the peculiar history of this problem , it has attracted more than its share of mathematical crackpottery and most mathematicians ardently wish that the problem would be settled . The prime number ...
... theorem is remarkably elusive . Due to the peculiar history of this problem , it has attracted more than its share of mathematical crackpottery and most mathematicians ardently wish that the problem would be settled . The prime number ...
Page 215
... prime pairs . It is thought that there are an infinite number of such pairs , though this is still an open question . Why do we believe it is true , even though there is no proof ? First of all , there is numerical ... Prime Number Theorem.
... prime pairs . It is thought that there are an infinite number of such pairs , though this is still an open question . Why do we believe it is true , even though there is no proof ? First of all , there is numerical ... Prime Number Theorem.
Other editions - View all
The Mathematical Experience, Study Edition Philip Davis,Reuben Hersh,Elena Anne Marchisotto Limited preview - 2011 |
The Mathematical Experience, Study Edition Philip Davis,Reuben Hersh,Elena Anne Marchisotto Limited preview - 2011 |
The Mathematical Experience: Study Edition Philip J. Davis,Reuben Hersh,Elena Anne Marchisotto Limited preview - 1995 |
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