Trends in Contemporary Mathematics

1 F. Guerra: Interpolation and comparison methods in the mean field spin glass model.- 2 A. De Sole, V.G. Kac, D. Valeri: Integrability of dirac reduced Bi-Hamiltonian equations.- 3 W. Luck: Some open problems about aspherical closed manifolds abstract.- 4 P. Etingof: Exploring noncommutative algebras via deformation theory.- 5 G. Lancia: Mathematical models and solutions for the analysis of human genotypes.- 6 M. Manetti: Kodaira-Spencer formality of products of complex manifolds.- 7 O. Debarre, B. Lass: Monomial transformations of the projective space.- 8 J.L. Vazquez: Progress in the theory of nonlinear diffusion. Asymptotics via entropy methods.- 9 E. Hairer: Challenges in geometrical numerical integration.- 10 C. Voisin: Integral hodge classes, decompositions of the diagonal and rationality questions.- 11 U. Zannier: Unlikely intersections and Pell's equations inn polynomials.- 12 P. Cascini: Birational geometry of projective varieties and directed graphs.- 13 I. Reiten: Dynkin and extended Dynkin diagrams.- 14 R. Lecaros, E. Zuazua: Tracking control of 1D scalar conservation laws in the presence of shocks.- 15 A. Beauville: Finite simple groups of small essential dimension.- 16 C. Arezzo: Geometric constructions of extremal metrics on complex manifolds.- 17 L- Saint-Raymond: Deriving OHM's law form the Vlasov-Maxwell-Boltzmann system.- 18 T.P. Liu: Kinetic theory and gas dynamics, some historical perspectives.- 19 G. Mingione: Recent advances in nonlinear potential theory.- 20 G. De Phillips, A. Figalli: Partial regularity results in optimal transportation.