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Gebhard Glöggler

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Description: Makes a statement about the number of primes between the squares of odd numbers, and provides a proof of Goldbach's conjecture.
About the distance of prime numbers - Über den Abstand von Primzahlen - Gebhard Glöggler Boundary value problems at differential equations In my contribution I make a statement about the distance of prime numbers, an extension of Bertrand's postulate and give a proof about the number of primes between the squares of the natural numbers and Goldbachs conjecture.
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Page title:About the distance of prime numbers - Über den Abstand von Primzahlen - Gebhard Glöggler
Keywords:Primzahl, Goldbach, conjecture, Vermutung, Abstand, Distanz, Differenz, Primzahllücke, Bertrand's postulate, Bertrands Postulat, Primteiler, Restklasse, Stempel, distance, difference, group, Prime, Divisor, Residue, class, stamp, proof
Description:Prime, Primzahl, Goldbach, conjecture, Vermutung, Primteiler, Prime Divisor, Restklasse, residue, class, Gruppe, group, prime number, Abstand, Distanz, distance, difference, Bertrands Postulate, Stempel, stamp, Bertrand's postulate
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Changed: 2007-05-03T15:38:12+02:00
Changed: 2006-01-17T16:01:09+01:00
Changed: 2006-01-17T16:01:09+01:00
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