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Prime-time mathematics
In World Mathematical Year 2000, the Clay Mathematics Institute of North America listed seven of the most famous unsolved problems of mathematics, offering a prize of one million dollars for the solution of each. In this mini-series I explain the background behind two very contrasted Clay problems: the Riemann hypothesis on how prime numbers are distributed and the P = NP? problem on the efficiency of algorithms for solving problems.
Speaker(s): |
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Date and Time: |
2 February 2005 at 6:00 pm |
Duration: | 1 hour |
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Venue: |
Gresham College |
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Tickets: |
N/A |
Available from: |
All Gresham lectures are free and open to the public. |
Additional Information: |
Seats are issued on a first come, first served basis. |
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