Caspary’s conductor

Conductor formula of Bloch

Conductor is a numerical invariant of a variety over a local field measuring the wild ramification of the inertia action on the l-adic etale cohomology. In [3], S.Bloch proposes a conjectural formula, Conjecture 1.9, which we call the conductor formula of Bloch. To formulate it, he defines another numerical invariant as the degree of the self-intersection class, which is defined using the local...

The Conductor Ideal

Let O be an order in the number field K. When O 6= OK , O is Noetherian and onedimensional, but is not integrally closed, so it has at least one nonzero prime ideal that’s not invertible and O doesn’t have unique factorization of ideals. That is, some nonzero ideal in O does not have a unique prime ideal factorization. We are going to define a special ideal in O, called the conductor, that is c...

Duties of Nyc Conductor

Introduction to Molecular Conductor

294/5545/1317. [3] C. Joachim and M. A. Ratner, Nanotechnology 15, 1065 (2004), URL http://stacks.iop.org/0957-4484/

SWNT conductor orchestrates functionalization

Nanoelectronics systems must often be made with a wide variety of disparate materials, but the primary modes of manufacture – epitaxy or mechanical bonding – place stringent requirements on the ultimate scale or constituent materials of circuits. Researchers at the University of Illinois, Urbana-Champaign have developed a method for building twoand threedimensional circuits using a process akin...