Research
Papers
 Configuration spaces on a wedge of spheres and HochschildPirashvili homology (with L. Hainaut)
 (preprint) ArXiv:2202.12494 [submitted].
 Homology representations of compactified configurations on graphs applied to M_{2,n} (with C. Bibby, M. Chan and C. Yun)
 (preprint) ArXiv:2109.03302 [submitted].
 Product Expansions of qCharacter Polynomials (with A. Balachandran, A. Huang and S. Sun)
 (preprint) ArXiv:2106.11587 [submitted].
 Correction to the article A spectral sequence for stratified spaces... (with D. Petersen)
 Geometry & Topology 25, no. 5 (2021): 26992706.
 Deletion and contraction in configuration spaces of graphs. (with S. Agarwal, M. Banks and D. Miyata)

Algebraic & Geometric Topology (2021), DOI:10.2140/agt.2021.21.3663
 A generating function approach to new representation stability phenomena in orbit configuration spaces. (with C. Bibby)

(preprint) ArXiv:1911.02125 [submitted].
 Combinatorics of orbit configuration spaces. (with C. Bibby)

International Mathematics Research Notices, DOI:rnaa296 (2020).
 Adding points to configurations in closed balls. (with L. Chen, J. Lanier)

Proceedings of the AMS (2019).
 Dimensionindependent statistics of GL(n)$ via character polynomials.

Proceedings of the AMS (2019).
 An explicit symmetric DGLA model of a bigon. (with I Griniasty and R. Lawrence)

Journal of Knot Theory and Its Ramifications Vol 28, No. 11 (2019).
 A trace formula for the distribution of rational Gorbits in ramified covers, adapted to representation stability.
 New York Journal of Mathematics, Vol. 23 (2017): 9871011.
 Categories of FI type: a unified approach to generalizing representation stability and character polynomials.

Journal of Algebra, Vol. 480 (2017): 450486.
 Representation Stability for Families of Linear Subspace Arrangements.
 Advances in Mathematics, Vol. 322 (2017): 341377.
Not for publication
My Ph.D. thesis, titled: A general framework for representation stability, with applications to arrangements and arithmetic. Thesis Advisor: Prof. Benson Farb.
My topic proposal, on representation stability and applications to arithmetic statistics, under the supervision of Prof. Benson Farb.
My research project for a complex analysis graduate class at the University of Chicago: discussing the Ferrari cubic resolvent as a map between configuration spaces.
My undergraduate thesis, on a free DGLA model for the 2cell. Thesis Advisor: Prof. Ruth Lawrence.
About me
I am an NSF postdoctoral associate at The University of Michigan, interested in the interplay between geometric topology, representation theory and combinatorics. Specifically, I study representation stability phenomena in configuration spaces and moduli spaces.
In 20192021 I was a postdoc at MIT.
I got my PhD from The University of Chicago in 2019 under the supervision of
Benson Farb.
Postal address
530 Church St
Ann Arbor,
MI
48109
USA
Email 
gadish [at] umich.edu 
Office 
3827 in
East Hall 
My CV 
could be found here 