Algebraic curves and their applications
Organizers: Lubjana Beshaj, The University of Texas at Austin
Overview: Algebraic curves are one of the most studied areas of mathematics which create a very nice mixture of classical theoretical results with applications. In this session we intend to bring together researchers from academia and industry and provide a platform for discussing algebraic curves and their applications in industry such as robotics, automotive security, cryptography, mathematical physics, etc. Topics of the session include, but are not limited to: Equations of curves over their minimal field of definition Field of moduli versus the field of definition Models of curves with minimal height Neron-Tate models Moduli height of curves Database of curves according to their moduli height Elliptic and hyperelliptic curve cryptography Jacobians of curves and their decompositions Automotive security, embedded systems Algebraic curves and their use in industrial applications others
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