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ANTS: Algorithmic Number Theory Symposium
Calendar of Events. Mailing List. Fields Live. Video Archive. Resources and Facilities. Questions to be explored may include, but are by no means limited to: discrete logarithm problems in various settings, such as finite fields of various forms, algebraic curves and tori, and others integer factorization primality proving lattice problems algebraic number theory computations, including methods for computing class groups and class numbers, regulators, and fundamental units efficient arithmetic in various algebraic structures, such as the integers, finite fields, polynomial rings, algebraic curves, algebraic number fields, and others sieving techniques linear algebra techniques Schedule Tentative : Monday, October 30 Banquet tickets on sale Monday and Tuesday - Registration - Opening Remarks - VICTOR S.
Monday, October 30 Banquet tickets on sale Monday and Tuesday. As a founding member for Europe of the W3C, Inria take a look back at the birth of the Web as both a research subject and a tool, assessing the problems that continue to be raised. Capitalizing on five years of research-collaboration success, Mitacs and Inria renewed their partnership originally signed in The memorandum of understanding MOU supports two-way international research opportunities for graduate researchers at Canadian universities and at eight Inria Research Centres in France.
Computational number theory
The Science and Technology Department of the French Embassy in Germany SST and Inria are jointly launching two calls for projects to support mobility and finance the organisation of events. The conference by Eric Horvitz on February 8th has been canceled due to a change of schedule. We apologize for this unfortunate change.
As a result, Facebook's European hub is strengthening its partnership with Inria. InriaSoft aims for the durable development of large-scale software programs by bringing together their user communities within consortia that will finance a team of engineers tasked with their maintenance and evolution.
The InriaSoft headquarters are based in Rennes, as Claude Labit, director, and David Margery, technical director of this national action backed by the Fondation Inria, explain. We cover all aspects from complexity theory over optimised implementations up to cryptologic applications.
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The Lfant team has the goal of making an inventory of the major number theoretic algorithms, with an emphasis on algebraic number theory and arithmetic geometry, and of carrying out complexity analyses. So far, most of these algorithms have been designed and tested over number fields of small degree and scale badly.
Second International Symposium, ANTS-II Talence, France, May 18–23, 1996 Proceedings
A complexity analysis should naturally lead to improvements by identifying bottlenecks, systematically redesigning and incorporating modern asymptotically fast methods. Reliability of the developed algorithms is a second long term goal of our team. Short of proving the Riemann hypothesis, this could be achieved through the design of specialised, slower algorithms not relying on any unproven assumptions.
We would prefer, however, to augment the fastest unproven algorithms with the creation of independently verifiable certificates. Ideally, it should not take longer to check the certificate than to generate it.
Textbooks on Algorithmic Number Theory - MathOverflow
Another important source for algorithmic problems treated by the Lfant team is modern cryptology. Indeed, the security of all practically relevant public key cryptosystems relies on the difficulty of some number theoretic problem; on the other hand, implementing the systems and finding secure parameters require efficient number theoretic algorithms. Team leader Andreas Enge Tel.
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