Conference Service Mandl

abstract: The conference will focus on zeta functions in algebra and geometry. Among the main topics to be covered are: 1) Arithmetic and geometric aspects of local, topological and motivic zeta functions, 2) Poincaré series of valuations, 3) Zeta functions of groups, rings and representations, 4) Prehomogeneous vector spaces and their zeta functions, 5) Height zeta functions, 6) Computation of zeta functions and applications.

abstract: A regulator is a realization from motivic cohomology to 'more computable' cohomology theories (e.g., Hodge, Betti, etale), Over the past three decades, the subject of regulators has evolved considerably on the mathematical scene, through its interaction with algebraic cycles and algebraic $K$-theory, Hodge theory, arithmetic algebraic geometry, number theory, topology (as in Lawson homology), and mathematical physics. This conference brings together leading experts from various backgrounds, to present the latest developments in the field. Graduate students, post-doctoral fellows, as well as interested researchers, are encouraged to apply by registering on-line.

abstract: Professor Dikranjan is an author of more than 150 research articles and 4 monographs. His major areas of expertise are: topological algebra (topological groups, topological rings and modules), general topology, algebra (associative rings and algebras, commutative rings and algebras, group theory), category theory (categorical topology and categorical algebra), combinatorics and algebraic structures, dynamical systems. The Conference is directed to leading experts in both algebra and topology, as well as their applications, thereby contributing to an inter-disciplinary collaboration.