Prof. Tamar Ziegler Department of Mathematics The Hebrew University of Jerusalem

Prof. Tamar Ziegler received her Ph.D. in Mathematics from the Hebrew University. She spent five years in the US as a postdoc at the Ohio State University, the Institute for Advanced Study in Princeton, and the University of Michigan. She was a faculty member at the Technion in the years 2007-2013, and joined the Hebrew University in the Fall of 2013 as a full professor.

Prof. Ziegler’s research interests are in ergodic theory and its connection with combinatorics and number theory. One of her major contributions is the resolution of a long standing open problem in number theory regarding patterns in the prime numbers. Together with Green and Tao she showed the existence of solutions to any admissible affine linear systems of finite complexity in the prime numbers.

Prof. Ziegler received several awards and honors for her work including an Ostrowski fellowship in 2008, an Alon fellowship for outstanding new faculty members in Israeli universities in 2008-2011, a Landau Fellowship of the Taub Foundation in 2008-2010, and the Erdos prize in mathematics in 2011. She was the European Mathematical Society lecturer of the year in 2013, and an invited speaker at the 2014 ICM.

Selected publications:

Universal Characteristic Factors and Furstenberg Averages. J. Amer. Math. Soc. 20 (2007), 53-97.

The primes contain arbitrarily long polynomial progression, with Terence Tao. Acta Math. 201 (2008), no. 2, 213--305.

An inverse theorem for the Gowers Us+1[N]-norm, with Ben Green, Terence Tao. Annals of Math, Volume 176 (2012), Issue 2, 1231-1372.

Linear equations in primes and dynamics of nilmanifolds. Submitted to the Proceedings of ICM 2014.