Regulators: Regulators Iii Conference, July 12-22, 2010, Barcelona, Spain (contemporary Mathematics)
by James D. Lewis /
2012 / English / PDF
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This volume contains the proceedings of the Regulators III
Conference, held from July 12 to July 22, 2010, in Barcelona,
Spain. Regulators can be thought of as realizations from motivic
cohomology, which is very difficult to compute, to more computable
theories such as Hodge, Betti, l-adic, and Deligne cohomology. It
is a very intricate subject that thrives on its interaction with
algebraic K-theory, arithmetic geometry, number theory, motivic
cohomology, Hodge theory and mathematical physics. The articles in
this volume are a reflection of the various approaches to this
subject, such as results on motivic cohomology, descriptions of
regulators, a revisiting of a number of fundamental conjectures
(such as new results pertaining to the Hodge and standard
conjectures), and more.
This volume contains the proceedings of the Regulators III
Conference, held from July 12 to July 22, 2010, in Barcelona,
Spain. Regulators can be thought of as realizations from motivic
cohomology, which is very difficult to compute, to more computable
theories such as Hodge, Betti, l-adic, and Deligne cohomology. It
is a very intricate subject that thrives on its interaction with
algebraic K-theory, arithmetic geometry, number theory, motivic
cohomology, Hodge theory and mathematical physics. The articles in
this volume are a reflection of the various approaches to this
subject, such as results on motivic cohomology, descriptions of
regulators, a revisiting of a number of fundamental conjectures
(such as new results pertaining to the Hodge and standard
conjectures), and more.
