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Gauss

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... primes, but also many with primes. This makes the distribution random. After several calculations, Gauss assumed the this direction, let **(x) be the number of primes ** x. Gauss conjectured that **(x)~ **[2]^x dt/ln t || work of Leonhard Euler, C. F. Gauss, and Pierre de Fermat. It remains a major area of mathematical research, to | e). This limit is known today as the ``prime number theorem.'' Gauss discovered a function much closer to the value of the prime number counting function . This is called the 1890's, Gauss' established the following limit from his hypothesis for the distribution of primes: ...



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