Career 2026.08 - present, Research Associate Professor, ShanghaiTech University 2024.09 - 2026.08, Research Postdoc at IMPAN 2021.08 - 2024.07, RTG research associate and lecturer at University of Virginia 2018.08 - 2021.07, Zassenhaus Assistant Professor at The Ohio State University Education 2011.08 - 2018.07 Doctorate of Philosophy in Pure mathematics at Purdue University 2005.08 - 2010.05 Bachelor of Science in Applied and Computational Mathematics at South Dakota School of Mines and Technology Research Interests My current mathematical interests like geometric group theory and low dimension topology. To be more precise, I study effective behavior of residual properties such as and conjugacy separability and their various generalizations to provide new asymptotic and algebraic invariants to groups of classic and contemporary interest. These include finite extensions of finitely generated nilpotent and solvable groups and groups of importance to low dimensional topology such as the mapping class group. Publications 1. M. Ferov and M. Pengitore. Conjugacy depth functions of wreath products of abelian groups. Preprint available at: arXiv:2201.06165 J. Groups Complex. Cryptol. (1) 15 (2023), pp.2:1-2:33 2. J. Der´e, M. Ferov and M. Pengitore. Survey on effective separability Preprint available at: arXiv:2201.13327 to appear in ”Geometric methods in group theory: papers dedicated to Ruth Charney” as part of the series S´eminaires et Congr`es by the SMF 3. J. Choi, T. Ho, and M. Pengitore. Rational growth in torus bundle groups for odd trace. Preprint available at: arXiv:1711.08091 Proc. Edinb. Math. Soc. (2) 65 (2022), no. 4, 1080-1132 4. M. Ferov and M. Pengitore. Quantifying conjugacy separability in wreath products of groups. Preprint available at: arXiv:1910.02174 Q.J. Math. 72 (2022), no.5, 1555-1593 Preprint available at: arXiv:2008.11090 Bull. Lond. Math. Soc. 54 (2022), no. 3, 876-890 6. J. Oh and M. Pengitore. Geometry of non-transitive graphs. Preprint available at: arXiv:2008.08638 Pacific J. Math. 317 (2022), no. 2, 423-440 7. M. Pengitore. Residual dimension of nilpotent groups. Preprint available at: arXiv:1809.07934 J. Group Theory 23 (2020), no. 5, 801–829 8. M. Pengitore. Residual finiteness and strict distortion of cyclic subgroups of solvable groups. Preprint available at: arXiv:1903.08123 J. Algebra 546 (2020), 679-688 9. D. Cohen and M. Pengitore. Translation-Like Actions of Nilpotent Groups. Preprint available at: arXiv:1704.06999 J. Topol. Anal. 11 (2019), no. 2, 405-426 10. J. Der´e and M. Pengitore. Effective Twisted Conjugacy Separability for Nilpotent Groups. Preprint available at: arXiv:1705.10212 Math. Z. 292 (2019), no. 3-4, 763-790 11. J. Der´e and M. Pengitore. Effective Subgroup Separability for Nilpotent Groups. Preprint available at: arXiv:1711.08091 J. Algebra 506 (2018), 489–508 12. M. Pengitore. Effective Separability of Finitely Generated Nilpotent Groups. Preprint available at: arXiv:1505.05445 New York J. Math 24 (2018) 83–145 13. M. Pengitore. Corrigendum to ”Effective Separability of Finitely Generated Nilpotent Groups.”New York J. Math. 24 (2018), 897–901 14. J. Der´e and M. Pengitore. Corrigendum to ”Effective Subgroup Separability for Nilpotent Groups.” [J. Algebra 506 (2018) 489-508] J. Algebra 523 (2019), 365–367 15. C.R. Tolle, M. Pengitore. Phase-Space Reconstruction: A Path Towards the Next Generation of Nonlinear Differential Equations Based Models and Its ImplicationsTowards Non-Uniform Sampling Theory IEEE ISRCS. 2009. |
Email: pengitore@shanghaitech.edu.cn Office: S309, School of Creativity & Arts |
