This department is offering this grant to support foundational research in the broad field of topology. This grant is for the purpose of advancing understanding across its diverse sub-disciplines. It covers algebraic topology, including homotopy theory, homology, cohomology, cobordism theory, and K-theory. Supported areas also include topological manifolds, cell complexes, fiberings, knots, and links. Furthermore, it addresses differential topology, actions of groups of transformations, geometric group theory, and general topology, specifically continua theory. The aim is to foster significant theoretical contributions and deepen mathematical knowledge within these specialized domains.
Opportunity ID: 46298
General Information
| Document Type: | Grants Notice |
| Funding Opportunity Number: | PD-04-1267 |
| Funding Opportunity Title: | Topology |
| Opportunity Category: | Discretionary |
| Opportunity Category Explanation: | – |
| Funding Instrument Type: | Grant |
| Category of Funding Activity: | Science and Technology and other Research and Development |
| Category Explanation: | – |
| Expected Number of Awards: | 0 |
| Assistance Listings: | 47.049 — Mathematical and Physical Sciences |
| Cost Sharing or Matching Requirement: | No |
| Version: | Synopsis 4 |
| Posted Date: | Mar 24, 2009 |
| Last Updated Date: | Aug 20, 2010 |
| Original Closing Date for Applications: | Nov 03, 2009 Full Proposal Target Date(s): November 03 2009 First Tuesday in November, Annually Thereafter |
| Current Closing Date for Applications: | – replaced by 10-1267 |
| Archive Date: | Aug 20, 2010 |
| Estimated Total Program Funding: | $0 |
| Award Ceiling: | – |
| Award Floor: | – |
Eligibility
| Eligible Applicants: | Unrestricted (i.e., open to any type of entity above), subject to any clarification in text field entitled “Additional Information on Eligibility” |
| Additional Information on Eligibility: | – |
Additional Information
| Agency Name: | U.S. National Science Foundation |
| Description: | 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. |
| Link to Additional Information: | NSF Program Description 04-1267 |
| Grantor Contact Information: | If you have difficulty accessing the full announcement electronically, please contact:
NSF grants.gov support
grantsgovsupport@nsf.gov Email:grantsgovsupport@nsf.gov |
Version History
| Version | Modification Description | Updated Date |
|---|---|---|
| replaced by 10-1267 | Aug 20, 2010 | |
| updated to 2010 due date | Aug 20, 2010 | |
| updated to next due date | Jan 18, 2010 | |
| Nov 16, 2009 |
DISPLAYING: Synopsis 4
General Information
| Document Type: | Grants Notice |
| Funding Opportunity Number: | PD-04-1267 |
| Funding Opportunity Title: | Topology |
| Opportunity Category: | Discretionary |
| Opportunity Category Explanation: | – |
| Funding Instrument Type: | Grant |
| Category of Funding Activity: | Science and Technology and other Research and Development |
| Category Explanation: | – |
| Expected Number of Awards: | 0 |
| Assistance Listings: | 47.049 — Mathematical and Physical Sciences |
| Cost Sharing or Matching Requirement: | No |
| Version: | Synopsis 4 |
| Posted Date: | Mar 24, 2009 |
| Last Updated Date: | Aug 20, 2010 |
| Original Closing Date for Applications: | Nov 03, 2009 Full Proposal Target Date(s): November 03 2009 First Tuesday in November, Annually Thereafter |
| Current Closing Date for Applications: | – replaced by 10-1267 |
| Archive Date: | Aug 20, 2010 |
| Estimated Total Program Funding: | $0 |
| Award Ceiling: | – |
| Award Floor: | – |
Eligibility
| Eligible Applicants: | Unrestricted (i.e., open to any type of entity above), subject to any clarification in text field entitled “Additional Information on Eligibility” |
| Additional Information on Eligibility: | – |
Additional Information
| Agency Name: | U.S. National Science Foundation |
| Description: | 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. |
| Link to Additional Information: | NSF Program Description 04-1267 |
| Grantor Contact Information: | If you have difficulty accessing the full announcement electronically, please contact:
NSF grants.gov support
grantsgovsupport@nsf.gov Email:grantsgovsupport@nsf.gov |
DISPLAYING: Synopsis 3
General Information
| Document Type: | Grants Notice |
| Funding Opportunity Number: | PD-04-1267 |
| Funding Opportunity Title: | Topology |
| Opportunity Category: | Discretionary |
| Opportunity Category Explanation: | – |
| Funding Instrument Type: | Grant |
| Category of Funding Activity: | Science and Technology and other Research and Development |
| Category Explanation: | – |
| Expected Number of Awards: | 0 |
| Assistance Listings: | 47.049 — Mathematical and Physical Sciences |
| Cost Sharing or Matching Requirement: | No |
| Version: | Synopsis 3 |
| Posted Date: | Aug 20, 2010 |
| Last Updated Date: | – |
| Original Closing Date for Applications: | – |
| Current Closing Date for Applications: | Nov 02, 2010 Full Proposal Target Date(s): November 03 2009 First Tuesday in November, Annually Thereafter |
| Archive Date: | – |
| Estimated Total Program Funding: | $0 |
| Award Ceiling: | – |
| Award Floor: | – |
Eligibility
| Eligible Applicants: | Unrestricted (i.e., open to any type of entity above), subject to any clarification in text field entitled “Additional Information on Eligibility” |
| Additional Information on Eligibility: | – |
Additional Information
| Agency Name: | U.S. National Science Foundation |
| Description: | 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. |
| Link to Additional Information: | NSF Program Description 04-1267 |
| Grantor Contact Information: | If you have difficulty accessing the full announcement electronically, please contact:
NSF grants.gov support
grantsgovsupport@nsf.gov Email:grantsgovsupport@nsf.gov |
DISPLAYING: Synopsis 2
General Information
| Document Type: | Grants Notice |
| Funding Opportunity Number: | PD-04-1267 |
| Funding Opportunity Title: | Topology |
| Opportunity Category: | Discretionary |
| Opportunity Category Explanation: | – |
| Funding Instrument Type: | Grant |
| Category of Funding Activity: | Science and Technology and other Research and Development |
| Category Explanation: | – |
| Expected Number of Awards: | 0 |
| Assistance Listings: | 47.049 — Mathematical and Physical Sciences |
| Cost Sharing or Matching Requirement: | No |
| Version: | Synopsis 2 |
| Posted Date: | Jan 18, 2010 |
| Last Updated Date: | – |
| Original Closing Date for Applications: | – |
| Current Closing Date for Applications: | Nov 01, 2011 Full Proposal Target Date(s): November 03 2009 First Tuesday in November, Annually Thereafter |
| Archive Date: | – |
| Estimated Total Program Funding: | $0 |
| Award Ceiling: | – |
| Award Floor: | – |
Eligibility
| Eligible Applicants: | Unrestricted (i.e., open to any type of entity above), subject to any clarification in text field entitled “Additional Information on Eligibility” |
| Additional Information on Eligibility: | – |
Additional Information
| Agency Name: | U.S. National Science Foundation |
| Description: | 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. |
| Link to Additional Information: | NSF Program Description 04-1267 |
| Grantor Contact Information: | If you have difficulty accessing the full announcement electronically, please contact:
NSF grants.gov support
grantsgovsupport@nsf.gov Email:grantsgovsupport@nsf.gov |
DISPLAYING: Synopsis 1
General Information
| Document Type: | Grants Notice |
| Funding Opportunity Number: | PD-04-1267 |
| Funding Opportunity Title: | Topology |
| Opportunity Category: | Discretionary |
| Opportunity Category Explanation: | – |
| Funding Instrument Type: | Grant |
| Category of Funding Activity: | Science and Technology and other Research and Development |
| Category Explanation: | – |
| Expected Number of Awards: | 0 |
| Assistance Listings: | 47.049 — Mathematical and Physical Sciences |
| Cost Sharing or Matching Requirement: | No |
| Version: | Synopsis 1 |
| Posted Date: | Nov 16, 2009 |
| Last Updated Date: | – |
| Original Closing Date for Applications: | – |
| Current Closing Date for Applications: | Nov 03, 2009 Full Proposal Target Date(s): November 03 2009 First Tuesday in November, Annually Thereafter |
| Archive Date: | – |
| Estimated Total Program Funding: | $0 |
| Award Ceiling: | – |
| Award Floor: | – |
Eligibility
| Eligible Applicants: | Unrestricted (i.e., open to any type of entity above), subject to any clarification in text field entitled “Additional Information on Eligibility” |
| Additional Information on Eligibility: | – |
Additional Information
| Agency Name: | U.S. National Science Foundation |
| Description: | 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. |
| Link to Additional Information: | NSF Program Desccription 04-1267 |
| Grantor Contact Information: | If you have difficulty accessing the full announcement electronically, please contact:
NSF grants.gov support
grantsgovsupport@nsf.gov Email:grantsgovsupport@nsf.gov |
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