| 1. | The generalized Riemann hypothesis extends the Riemann hypothesis to all Dirichlet L-functions.
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| 2. | Similarly, the Riemann hypothesis has a large number of consequences already proven.
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| 3. | If the generalized Riemann hypothesis is true, then the theorem is true.
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| 4. | The generalized Riemann hypothesis extends the Riemann hypothesis to all Dirichlet L-functions.
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| 5. | The obituary also misstated Dr . Weil's connection with the Riemann hypothesis.
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| 6. | If the generalized Riemann hypothesis is false, then the theorem is true.
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| 7. | The Riemann hypothesis is concerned with the non-trivial zeros, and states that:
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| 8. | The Riemann hypothesis implies results about the distribution of prime numbers.
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| 9. | For mathematicians, it's Fermat's last thoerem or the Riemann hypothesis ."
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| 10. | Most of these results were conditional upon the generalized Riemann hypothesis being true.
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