An h-principle with boundary condition

Publikation: AndetUdgivelser på nettet - Net-publikationForskning

Standard

An h-principle with boundary condition. / Dotto, Emanuele.

2010, Preprint.

Publikation: AndetUdgivelser på nettet - Net-publikationForskning

Harvard

Dotto, E 2010, An h-principle with boundary condition.. <http://front.math.ucdavis.edu/1012.4635>

APA

Dotto, E. (2010, dec. 21). An h-principle with boundary condition. http://front.math.ucdavis.edu/1012.4635

Vancouver

Dotto E. An h-principle with boundary condition. 2010.

Author

Dotto, Emanuele. / An h-principle with boundary condition. 2010.

Bibtex

@misc{bf1642f737c846369462c548fab6d132,
title = "An h-principle with boundary condition",
abstract = "We prove an h-principle with boundary condition for a certain class of topological spaces valued sheaves. The techniques used in the proof come from the study of the homotopy type of the cobordism categories, and they are of simplicial and categorical nature. Applying the main result of this paper to a certain sheaf we find another proof of the homotopy equivalence between the classifying space of a cobordism category and a loop space of the Thom space of the complement of the tautological bundle over the Grassmannians.",
author = "Emanuele Dotto",
year = "2010",
month = dec,
day = "21",
language = "English",
type = "Other",

}

RIS

TY - ICOMM

T1 - An h-principle with boundary condition

AU - Dotto, Emanuele

PY - 2010/12/21

Y1 - 2010/12/21

N2 - We prove an h-principle with boundary condition for a certain class of topological spaces valued sheaves. The techniques used in the proof come from the study of the homotopy type of the cobordism categories, and they are of simplicial and categorical nature. Applying the main result of this paper to a certain sheaf we find another proof of the homotopy equivalence between the classifying space of a cobordism category and a loop space of the Thom space of the complement of the tautological bundle over the Grassmannians.

AB - We prove an h-principle with boundary condition for a certain class of topological spaces valued sheaves. The techniques used in the proof come from the study of the homotopy type of the cobordism categories, and they are of simplicial and categorical nature. Applying the main result of this paper to a certain sheaf we find another proof of the homotopy equivalence between the classifying space of a cobordism category and a loop space of the Thom space of the complement of the tautological bundle over the Grassmannians.

M3 - Net publication - Internet publication

ER -

ID: 32901231