I am grateful for the funding that has supported my work.  Unless otherwise indicated, I am the sole PI.

• ​NSF Grant DMS-2302011, "L-Functions and Automorphic Forms: Algebraic and p-adic Aspects"
  • 2023-2026
    
  • Individual research grant through the NSF's Algebra and Number Theory program
• NSF Grant DMS-1751281, "CAREER: Structure and Interpolation in Number Theory and Beyond"
  
  • 2018-2024
  • Individual grant through the NSF's CAREER program and Algebra and Number Theory program
• NSA Mathematical Sciences Program, "Research Innovations and Diverse Collaborations: A Pair of Workshops in Algebraic Number Theory"
  • 2021-2023
  • conference grant to help support participants' travel to APAW 2022
• College of Arts and Sciences Program Grant
  • 2022
  • conference grant to help support participants' travel to APAW 2022
    
• NSF Grant DMS-1557642, "QuBBD: Collaborative Research: Interactive Ensemble clustering for mixed data with application to mood disorders"
  • 2015-2017 (including one-year no-cost extension)
  • Exploratory research grant though the National Institutes of Health Big Data to Knowledge (BD2K) Initiative in partnership with the NSF's Division of Mathematical Sciences
  • co-PIs: R. Hageman Blair, B. Chapman, D. Gotz, M. Jacob
    
• Williams Fund
  • 2019-2021
  • Awarded funding for new educational program: "Math, Improv, and the Museum"
• NSF Grant DMS-1559609, "Automorphic Forms and L-functions: p-adic Aspects and Applications"
  
  • ​2015-2019 (including one-year no-cost extension)
  • Individual research grant through the NSF's Algebra and Number Theory program
• ​NSF Grant DMS-1249384, "L-functions and Eisenstein series: p-adic aspects and applications"
  
  • 2012-2015
    
  • Individual research grant through the NSF's Algebra and Number Theory program
• NSF Grant DMS-1601959, "Workshop on Automorphic Forms and Related Topics"
  • 2016
  • Conference grant to support participants' travel to the 30th annual Automorphic Forms Workshop
• Geometric Aspects of p-adic Automorphic Forms (14frg207)
  • 2014
  • Week-long focused research group at the Banff International Research Station, collaborating with A. Caraiani, J. Fintzen, E. Mantovan, and I. Varma
    
• US Junior Oberwolfach Fellow
  
  • July 2014 
  • Funding for travel to Algebraische Zahlentheorie workshop
• UNC Junior Faculty Development Award
  • 2013
  • Awarded through UNC's Provost's Office
• AMS-Simons Travel Grant
  • 2011-2012
  • Awarded by the Simons Foundation
• AWM-NSF Travel Grant
  • 2012
  • Awarded by the AWM
• Bell Labs Graduate Research Fellowship
  • 2003-2008
  • Awarded by the Lucent Foundation

Funding

Ellen Eischen