← Leaderboards
Artem Zvavitch
Kent State University
$1,020,391
Attributed
$1,883,548
Total exposure
15
Grants
9
Lead (contact PI)
Attributed= this PI's even-split share of every grant they're on (the fair, additive number). Exposure = full size of all those grants.
Funding over time
peak $375K · FY2005–23$500K$375K$250K$125K$0
'05
'06
'07
'08
'09
'10
'11
'12
'13
'14
'15
'16
'17
'18
'19
'20
'21
'22
'23
Funding mix
By agency
NSF$1,883,548 · 15
By mechanism
—$1,883,548 · 15
Top collaborators
- Dmitry Ryabogin10 shared
- Benjamin Jaye2 shared
- Fedor L Nazarov2 shared
- Peter Pivovarov2 shared
- Alexander Koldobsky1 shared
- Andrew Tonge1 shared
- Grigoris Paouris1 shared
- Mark Rudelson1 shared
Grant awards (15)
Harmonic Analysis in Convex Geometry$365,144
· FY2023 · MPS
Harmonic Analysis in Convex Geometry$296,100
· FY2020 · MPS · contact PI
Informal Analysis Seminar$30,000
· FY2019 · MPS · contact PI
Conference "Recent Advances in Functional Analysis"$30,000
· FY2018 · MPS · contact PI
Harmonic Analysis in Convex Geometry$300,000
· FY2016 · MPS · contact PI
Conference on Infinite-Dimensional Analysis$36,000
· FY2016 · MPS · contact PI
Conference on Functional Analysis$16,201
· FY2016 · MPS
Analytic and probabilistic techniques in modern convex geometry$40,000
· FY2015 · MPS
Kent State Informal Analysis Seminar$45,000
· FY2014 · MPS
CBMS Conference: Introduction to the theory of valuations on convex sets$35,000
· FY2014 · MPS
Harmonic Analysis in Convex Geometry$375,000
· FY2011 · MPS · contact PI
NSF/CBMS Research Conference in the Mathematical Sciences - "Ergodic Methods in the Theory of Fractals" - "6/18/11 - 06/23/11"$40,000
· FY2010 · MPS
FRG: Collaborative Research: Fourier analytic and probabilistic methods in geometric functional analysis and convexity$150,000
· FY2007 · MPS · contact PI
NSF/CBMS Regional Conference in the Mathematical Sciences-"Probabilistic and Combinatorial Approach in Analysis"$32,477
· FY2006 · MPS · contact PI
Fourier Analytic Approach to the Geometric Tomography$92,626
· FY2005 · MPS · contact PI