Thursday, May 15, 2014

Public Key Cryptography: Computation, Cash and John Nash

This Thursday Associate Professor Steven Galbraith, a leading researcher in computational number theory and the mathematics of public key cryptography, will give a free public lecture at the University of Auckland. Steven has published over 50 papers in this area, written one book, and edited three conference proceedings. He has a Bachelors degree from the University of Waikato, a Masters from Georgia Tech in Atlanta, and he completed his PhD at Oxford University in 1996. He has had post-doc or visiting researcher positions at Royal Holloway University of London (UK), British Telecom Research (Ipswich, UK), University of Waterloo (Canada), Institute for Experimental Mathematics (Essen, Germany), University of Bristol (UK) and Hewlett-Packard Research Labs (Bristol, UK). He has been at the University of Auckland since 2009.
The lecture titled "Public Key Cryptography: Computation, Cash and John Nash" will explain how security can be enhanced by the use of hard computational problems from Mathematics. This was the basis for the creation of publi c key cryptography in the 1970s. Public key cryptography has many applications in information security, such as secure internet shopping, digital signatures and secure automatic software updates. We will see how digital signatures have now become a crucial component of the electronic currency bitcoin. Cryptography is, of course, of great interest to national security. Recently (only declassified in 2012) it has been revealed that John Nash (subject of the film A Beautiful Mind) sent a letter to the United States National Security Agency in 1955. His letter outlined new concepts that anticipated by decades fundamental notions in computational complexity and modern cryptography.
When: 6pm (free refreshments) for 6.30pm start, Thursday 15th May, 2014
Where: Owen G Glenn Building, Room OGGB3/260-092

Note that there is public parking in the basement of the Owen G Glenn Building at 12 Grafton Road.

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