Undergraduate Honour's Students

  • Peilin Li (2023)
    Thesis Title: Building monomial ideals with fixed Betti numbers
    Peilin is now a Master's student at UBC

  • Kyle Wang (2021)
    Thesis Title: Monomial Resolutions with Projective Dimension 2 of Path Ideals of Lines and Cycles
    Kyle is now a Master's student at Dalhousie

  • Adam Lucas (2020)
    Thesis Title: The Tale of Two Chordalities

  • Luke MacLean (2018)
    Thesis Title: An Introduction to the Reconstruction Conjecture
    Luke is now a PhD student at Waterloo

    Master's Students

  • Kyle Wang (2024)
    Thesis Title: A Minimal Morse Resolution of Path Ideals of Lines of Projective Dimension 2

  • Adam Lucas (2022)
    Thesis Title: LAR'S and PLAR'S, during SARS

  • Ben Hersey (2015)
    Thesis Title: Resolutions of monomial ideals via quasi-trees
    Ben finished his PhD at Queen's and is now at Concordia University

  • Svenja Huntemann (2013) Co-supervisor: Richard Nowakowski
    Thesis Title: Simplicial complexes of placement games
    Svenja finished her PhD at Dalhousie and is now at Mount Saint Vincent University

  • Andrew Hoefel (2006)
    Thesis Title: A survey of monomial resolutions
    Andrew finished a PhD at Dalhousie, a postdoc at Queen's, and now works for Google in California


    Doctoral Students

  • Hasan Mahmood Co-supervisor: Susan Cooper (expected PhD 2027)

  • Iresha Madduwe Hewalage (expected PhD 2026)

  • Thiago de Holleben (expected PhD 2026)

  • Roya Ghorbani Co-supervisor: Rashid Zaare-Nahandi, Ali Akbar Yazdanpour (expected PhD 2024)
    Thesis Title:

  • Maryam Ehya Jahromi (expected PhD 2026)

  • Svenja Huntemann (2018) Co-supervisor: Richard Nowakowski
    Thesis Title: The class of strong placement games: complexes, values, and temperature
    Svenja is now at Mount Saint Vincent University.

  • Nursel Erey (2015)
    Thesis Title: On the combinatorics of resolutions of monomial ideals
    Nursel is now at Gebze Technical University in Turkey.

  • Ali Alilooee (2015)
    Thesis Title: Algebraic properties of monomial ideals
    Ali is at Ohio State University.

  • Emma Connon (2013)
    Thesis Title: Generalizing Froeberg's theorem on ideals with linear resolutions
    Emma is now at Acadia University.

  • Andrew Hoefel (2011)
    Thesis Title: Hilbert functions in monomial algebras
    Andrew did a postdoc at Queen's University and now works for Google in California.

    Postdocs

  • Dharm Veer (2024--2026)

  • Daniele Turchetti (2018--2020)
    Daniele is now at Durham University.

  • Mayada Shahada (2017--2020)
    Mayada is now at the University of Calgary.

  • Kia Dalili (2005--2007)

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