Bernardo Uribe
Bernardo Uribe has a total of 4 co-authors. Here are the top co-authors by number of shared publications:
- Ernesto Lupercio
Departamento de Matemáticas, CINVESTAV-IPN, Ciudad de México, México
1 shared publication - Ernesto Lupercio
University of Wisconsin 480 Lincoln Dr. 53706 Madison WI USA
1 shared publication - Thomas Nevins
Department of Mathematics, University of Illinois, Urbana, IL 61801, USA
1 shared publication - Tommaso de Fernex
Department of Mathematics, University of Michigan, East Hall, 525 East University Avenue, Ann Arbor, MI 48109-1109, USA
1 shared publication
Latest Publications
- Open Access
A Localization Principle for Orbifold Theories
In this article, written primarily for physicists and geometers, we survey several manifestations of a general localization principle for orbifold theories such as $K$-theory, index theory, motivic integration and elliptic genera.
Open AccessA Localization Principle for Orbifold Theories
In this article, written primarily for physicists and geometers, we survey several manifestations of a general localization principle for orbifold theories such as $K$-theory, index theory, motivic integration and elliptic genera.
- Open Access
Differential Characters on Orbifolds and String Connections I
In this paper we introduce the Cheeger-Simons cohomology of a global quotient orbifold. We prove that the Cheeger-Simons cohomology of the orbifold is isomorphic to its Beilinson-Deligne cohomology. Furthermore we construct a string connection (\`{a} la Segal) from a global gerbe with connection over the loop orbifold, refining the corresponding differential character.
Open AccessDifferential Characters on Orbifolds and String Connections I
In this paper we introduce the Cheeger-Simons cohomology of a global quotient orbifold. We prove that the Cheeger-Simons cohomology of the orbifold is isomorphic to its Beilinson-Deligne cohomology. Furthermore we construct a string connection (\`{a} la Segal) from a global gerbe with connection over the loop orbifold, refining the corresponding differential character.