Talks Given at the Conference |
· K. BECHER, On the length of a field. · N. BELI, Representations of integral quadratic forms over dyadic fields. · B. CALMES, Witt groups of schemes. · J. P. CERRI, Questions of Euclideanity for the norm form. · V. CHERNOUSOV, Almost-minimal lattices of higher rank. · R. COULANGEON, Zeta functions of quadratic forms and height of flat tori. · R. DIETMANN, New results on Tartakowski's Theorem. · A. DOLPHIN, Bilinear and differential forms under simple extensions. · A. EARNEST, Multiplicative properties of integral binary quadratic forms · N. ELKIES, Theta and weighted theta functions. · L. FUKSHANSKY, Effective structure theorems for quadratic spaces via height. · S. GARIBALDI, Quadratic forms invariants under algebraic groups. · L. GERSTEIN, The "Fermat-Legendre-Gauss-Cassels-Pfister" Theorem. · S. GILLE, On the cohomology of Rost's cycle modules over split simple connected algebraic groups. · Y. HIRONAKA, Local densities of quadratic forms and applications. · T. IBUKIYAMA, Siegel modular forms of small weight and the Witt operador. · B. JACOB, H1(X,u(m)) when X is a conic in characteristic 2 and Witt kernels of function fields. · B. KAHN, Homotopical approaches to SK1 and SK2 of central simple algebras. · N. KARPENKO, Canonical dimension of products of Severi-Brauer varieties. · W. KOHNEN, Representation numbers of integers by positive definite quadratic forms. · D. KRASHEN, The u-invariant of the function field of a curve over a higher local field via field patching. · A. KUMAR, The E8 and the Leech lattices in the context of energy minimization. · A. LAGHRIBI, Hyper-Isotropy of bilinear forms in characteristic 2. · A. LEIBAK, Some new results on additive generalizations of Voronoi Theory for number fields. · D. LEWIS, Rings with annihilating polynomials. · J. MARTINET, Kissing numbers and perfection relation lattices. · A. MERKURJEV, Essential dimension of p-Groups. · B. K. OH, Positive definite n-regular quadratic forms. · A. PACETTI, Shimura correspondence and central values of L-series. · R. PARIMALA, The u-invariant of function fields of p-adic curves. · P-S. PARK, Fifteen theorem for universal hermitian lattices. · A. QUEGUINER, On Cassels-Pfister for algebras with involutions. · R. SALVATI-MANNI, Vanishing at infinity of non-homogeneous theta series and codes. · R. SCHARLAU, Martin Kneser's work on quadratic forms and algebraic groups. · A. SCHÜRMANN, Enumerating perfect forms · N. SEMENOV, J-invariant of linear algebraic groups and its applications. · N. SKORUPPA, Theta blocks and Theta series. · K. SNITZ, Average representation number for spinor genera. · J. P. TIGNOL, Cohomological invariants of involutions on central simple algebras. · G. TORNARIA, The Brandt module of ternary quadratic lattices. · F. VALLENTIN, New upper bounds on kissing numbers from optimization with quadratic forms. · A. VISHIK, Quadratic forms and algebraic cobordism. · L. WALLING, Reciprocity Theorem of Gauss. · T. WATANABE, A bound of the number of reduced Arakelov divisors of an algebraic number field. |