Contact Information:
Robin Tucker-Drob
Texas A&M Department of Mathematics
Mailstop 3368
Texas A&M University
College Station, TX 77843-3368
rtuckerd at math dot tamu dot edu

About me:
• I am an assistant professor in the department of mathematics here at Texas A&M.
• Here is my cv.
• From summer 2013 until summmer 2015 I was an NSF Mathematical Sciences Postdoctoral Research Fellow based at Rutgers University.
• Here is some of my postdoc application material from 2012.


  1. Dynamical alternating groups, stability, property Gamma, and inner amenability, with D. Kerr, Submitted. arXiv
  2. CAT(0) cube complexes and inner amenability, with B. Duchesne and P. Wesolek. Submitted. arXiv
  3. Groupds with infinite FC-radical have the Schmidt property with Y. Kida, Submitted. arXiv
  4. Inner amenable groupoids and central sequences, with Y. Kida. Submitted. arXiv
  5. A new lattice invariant for lattices in totally disconnected locally compact groups, with B. Duchesne and P. Wesolek. Israel J. of Math., to appear. arXiv
  6. Superrigidity, measure equivalence, and weak Pinsker entropy, with L. Bowen. Submitted. arXiv
  7. Hyperfiniteness and Borel combinatorics, with C. Conley, S. Jackson, A. Marks, and B. Seward. JEMS, to appear. arXiv
  8. Cocycle superrigidity for translation actions of product groups, with D. Gaboriau and A. Ioana. Amer. J. Math., to appear. arXiv
  9. Folner tilings for actions of amenable groups, with C. Conley, S. Jackson, D. Kerr, A. Marks, and B. Seward. Math. Ann. 371, no. 1-2 (2018): 663-683. arXiv
  10. The space of stable weak equivalence classes of measure preserving actions, with L. Bowen. Journal of Functional Analysis, 274.11 (2018) 3170-3196 arXiv
  11. Weak containment rigidity for distal actions, with A. Ioana. Adv. in Math., 302 (2016), 309-322. pdf
  12. Approximations of standard equivalence relations and Bernoulli percolation at p_u, with D. Gaboriau. C.R. Math. Acad. Sci. Paris, 354.11 (2016), 1114-1118. pdf
  13. Invariant means and the structure of inner amenable groups. Submitted. pdf
  14. Brooks's Theorem for measurable colorings, with C. Conley and A. Marks. Forum of Mathematics, Sigma. vol. 4 (2016). pdf
  15. Borel structurability on the 2-shift of a countable group, with B. Seward. Ann. Pure Appl. Logic, 167 (2016), no. 1, 121. pdf
  16. Invariant random subgroups of inductive limits of finite alternating groups, with S. Thomas. Journal of Algebra, 503 (2018) 474-533. pdf
  17. Invariant random subgroups of strictly diagonal limits of finite symmetric groups, with S. Thomas. Bull. London Math. Soc. 46 (2014), no. 5, 1007-1020. pdf
  18. Shift-minimal groups, fixed price 1, and the unique trace property, Submitted. pdf
  19. Mixing actions of countable groups are almost free, Proc. Amer. Math. Soc. 143 (2015), no. 12, 5227-5232. pdf
  20. Weak equivalence and non-classifiability of measure preserving actions, Erg. Theory Dyn. Syst., 35 (2015), 293-336. pdf
  21. On a co-induction question of Kechris, (with L. Bowen), Israel J. of Math. pdf
  22. Ultraproducts of measure preserving actions and graph combinatorics, (with C. T. Conley and A. S. Kechris), Erg. Theory Dyn. Syst., 33 (2013), no. 2, 334-374. pdf
  23. The complexity of classification problems in ergodic theory, (with A. S. Kechris), Appalachian Set Theory: 2006-2012; J. Cummings and E. Schimmerling eds., London Math. Soc. Lecture Note Series, Cambridge University Press (2013). pdf
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