Current research group members at Memorial
- Eric Pope, Undergraduate Honours student.
- Griffin Bartlett, MSc Student.
- Diana Belén Vizcaíno Torres, MSc Student.
- Matthew Brannock, PhD Student.
- Haoyang He, PhD Student.
Former PhD students
Former Master students
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Juan Felipe Rodriguez-Quinche, 2020-2022
MSc Thesis: Cops and Robber Games on Graphs: An approach from Large Scale Geometry. Memorial University, 2022.
Jonathan Lee, E. Martínez-Pedroza and Farhan Rashid Coarse geometry of the Cops and robber game.
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Farhan Feroz Ali Rashid, 2018-2020
MSc Thesis: Hyperbolically Embedded Subgroups in terms of Fine graphs. Memorial University, 2020.
E. Martínez-Pedroza and Farhan Rashid A Note on Hyperbolically Embedded Subgroups. Communications in Algebra. (In Press)
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Jonathan Lee, 2016-2019
MSc Project report: Games of Cops and Robbers on Cayley Graphs, and Group Invariance. 2019.
Jonathan Lee, E. Martínez-Pedroza and Farhan Rashid Coarse geometry of the Cops and robber game.
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Takehiko Yamaguchi, 2014-2016. Co-supervise with J.C Loredo-Osti.
MSc Project report: Persistent Homology and its Use for Time Dependent Data. Memorial University, 2016.
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Muhan Yu, 2013-2015.
MSc Project report: Persistent Homology and High Dimensional Data Analysis. Memorial University, 2015.
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Richard Gaelan Hanlon, 2012-2014.
MSc Thesis: Isoperimetric functions of groups and their subgroups. Memorial University, 2014.
G. Hanlon and E. Martínez-Pedroza. A Subgroup Theorem for Homological Dehn Functions. Groups, Geometry, and Dynamics. 10 (2016)
G. Hanlon and E. Martínez-Pedroza. Lifting Group Actions, Equivariant Towers and Subgroups of Non-positively Curved Groups. Algebraic & Geometric Topology, 14 (2014)
Former Undergraduate students
During the Summer, I usually supervise undergraduate students under the SURA (Student Undegraduate Research Award) program at Memorial, and the USRA (Undergraduate Student Research Award) program of NSERC.
I have supervised honours projects in Pure mathematics and Applied mathematics. Projects under my supervision, in general, involve some geometry, topology or group theory.
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