Division of Computing and Communication Foundations
Theoretical Foundations (TF07)
|John H. Cozzensemail@example.com||(703) 292-8910||1115 N|
|Robert Graftonfirstname.lastname@example.org||(703) 292-8910||1115 N|
|Eun Parkemail@example.com||(703) 292-8910||1115 N|
|William Steigerfirstname.lastname@example.org||(703) 292-8910||1115 N|
|Sirin Tekinayemail@example.com||(703) 292-8910||1115 N|
The primary contacts for the five components are:
* Communications Research: Sirin Tekinay;
* Computational Geometry and Symbolic and Algebraic Computation: Robert Grafton;
* Numerical Computing and Optimization: E.K. Park;
* Signal Processing Systems: John Cozzens; and,
* Theory of Computing: William Steiger.
* Cross-Cluster Activities and Beyond: Cognizant PD’s; and,
* SING: Sirin Tekinay.
For questions related to the use of Grants.gov, please contact:
Important Information for Proposers
ATTENTION: Proposers using the Collaborators and Other Affiliations template for more than 10 senior project personnel will encounter proposal print preview issues. Please see the Collaborators and Other Affiliations Information website for updated guidance.
A revised version of the NSF Proposal & Award Policies & Procedures Guide (PAPPG) (NSF 17-1), is effective for proposals submitted, or due, on or after January 30, 2017. Please be advised that, depending on the specified due date, the guidelines contained in NSF 17-1 may apply to proposals submitted in response to this funding opportunity.
One of the defining features of the new CISE organization is the introduction of clusters; cohesive units formed by combining several (partial) programs that share a common theme and/or have significant overlap. The TF cluster is broadly concerned with problems of information processing that fall within the extremes of purely theoretical studies and applications within disciplines. Research and education projects sponsored by the cluster bring advanced capabilities from computer science, scientific computing, communication theory, signal processing theory, numerical/geometrical/symbolic modeling/analysis and optimization theories and techniques, mathematics, and application areas to bear on fundamental problems throughout science and engineering.
The TF cluster encompasses the research areas covered by the former programs: communications research, numeric symbolic graphic computation, signal processing, and theory of computing. For the foreseeable future, TF will continue to encourage the submission of proposals from the research communities that were served formerly by these programs. The cluster also encourages investigators to include in their proposals innovative curricula or educational materials to help advance the training of new experts in the cognate areas served by TF.