Foreword
N. Alon
Algebraic and probabilistic methods in discrete
mathematics ................................................ 455
R. Coifman
Challenges in analysis ..................................... 471
A. Connes
Noncommutative geometry — Year 2000 ........................ 481
Y. Eliashberg, A. Givental and H. Hofer
Introduction to symplectic field theory .................... 560
H. Hofer
Holomorphic curves and real three-dimensional dynamics ..... 674
H. Iwaniec and P. Sarnak
Perspectives on the analytic theory of L-functions ......... 705
G. Kalai
Combinatorics with a geometric flavor ...................... 742
V. Milman
Topics in asymptotic geometric analysis .................... 792
P. Shor
Quantum information theory: results and open problems ...... 816
T. Spencer
Universality, phase transitions and statistical
mechanics .................................................. 839
V. Zakharov
How classical physics helps mathematics .................... 859
Addendum: Discussions at the Dead Sea
Introduction .................................................. 881
Discussion on Mathematical Physics ............................ 883
Discussion on Geometry ........................................ 895
Discussion on Mathematics in the Real World ................... 915
Discussion on Computer Science and Discrete Mathematics ....... 950
D. Kazhdan
Reflections on the development of mathematics in the
20th century ............................................... 978
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