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Topology


CONTACTS
Name Email Phone Room
Joanna  Kania-Bartoszynska jkaniaba@nsf.gov (703) 292-4881  1025 N  
Thomas  A. Ivey tivey@nsf.gov (703) 292-2858  1025 N  
Swatee  Naik snaik@nsf.gov (703) 292-4876  1025 N  
Christopher  W. Stark cstark@nsf.gov (703) 292-4869  1025 N  

PROGRAM GUIDELINES

Apply to PD 10-1267 as follows:

For full proposals submitted via FastLane: standard Grant Proposal Guide proposal preparation guidelines apply.
For full proposals submitted via Grants.gov: the NSF Grants.gov Application Guide; A Guide for the Preparation and Submission of NSF Applications via Grants.gov Guidelines applies. (Note: The NSF Grants.gov Application Guide is available on the Grants.gov website and on the NSF website at: http://www.nsf.gov/publications/pub_summ.jsp?ods_key=grantsgovguide)

Important Information for Proposers

A revised version of the NSF Proposal & Award Policies & Procedures Guide (PAPPG) (NSF 16-1), is effective for proposals submitted, or due, on or after January 25, 2016. Please be advised that, depending on the specified due date, the guidelines contained in NSF 16-1 may apply to proposals submitted in response to this funding opportunity.

DUE DATES

Full Proposal Target Date

    November 7, 2017

SYNOPSIS

Supports research on algebraic topology, including homotopy theory, ordinary and extraordinary homology and cohomology, cobordism theory, and K-theory; topological manifolds and cell complexes, fiberings, knots, and links; differential topology and actions of groups of transformations; geometric group theory; and general topology and continua theory.

Conferences

Principal Investigators should carefully read the program solicitation "Conferences and Workshops in the Mathematical Sciences" (link below) to obtain important information regarding the substance of proposals for conferences, workshops, summer/winter schools, and similar activities.  Conference and workshop proposals should be submitted eight months before the requested start date.

RELATED URLS
Conferences and Workshops in the Mathematical Sciences

THIS PROGRAM IS PART OF Disciplinary Research Programs

What Has Been Funded (Recent Awards Made Through This Program, with Abstracts)

Map of Recent Awards Made Through This Program

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