Dr. Rizwan Jahangir

Dr. Rizwan Jahangir

Cambridge AS & A-Level Mathematics 9709, IGCSE Mathematics, Further Mathematics

Dr. Rizwan Jahangir is a mathematician, educator and researcher. He is Assistant Professor of Mathematics at NUST Business School, Islamabad, where he teaches mathematics and quantitative methods to university students.

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About

Dr. Rizwan Jahangir is a mathematician, educator and researcher. He is Assistant Professor of Mathematics at NUST Business School, Islamabad, where he teaches mathematics and quantitative methods to university students.

He holds a PhD in Mathematics from Sabancı University, Istanbul (2018–2024). His research is in combinatorial commutative algebra: the Hilbert theory of polyomino ideals and Cohen–Macaulay posets. He also develops computational tools for Macaulay2.

Education

  • PhD in Mathematics, Sabancı University, Istanbul (Sep 2018 – Jan 2024). Thesis: Hilbert Series of Polyomino Ideals and Cohen–Macaulay Posets
  • MPhil in Mathematics, Abdus Salam School of Mathematical Sciences, GC University (Sep 2016 – Aug 2018). Thesis: Hilbert Theory of Polyomino Ideals
  • BS in Mathematics, University of Education (Oct 2012 – Aug 2016)

Teaching and academic positions

  • Assistant Professor of Mathematics, NUST Business School, NUST, Islamabad (Sep 2025 – present)
  • Adjunct Faculty, Mathematics, Habib University, Karachi (Jan 2025 – Aug 2025)
  • Erasmus+ Research Internship, University of Messina, Italy (Jun 2023 – Aug 2023)
  • Teaching Assistant, Sabancı University, Istanbul (Sep 2018 – Jan 2024)
  • Visiting Faculty, University of Central Punjab, Lahore (Mar 2021 – Aug 2021)

He has also organised numerous international workshops and seminars in mathematics, and was an invited speaker at RAMMMA 2025 (Lahore School of Economics).

Research and publications (selected)

  • On Cohen–Macaulay non-prime collections of cells, with C. Cisto and F. Navarra. Communications in Algebra, Vol. 53 (2025)
  • On Cohen–Macaulay posets of dimension two and permutation graphs, with D. Veer. Bulletin of the Malaysian Mathematical Sciences Society, Vol. 48 (2025)
  • Shellable simplicial complex and switching rook polynomial of frame polyominoes, with F. Navarra. Journal of Pure and Applied Algebra, Vol. 228 (2024)
  • PolyominoIdeals, a Macaulay2 package for working with collections of cells, co-developed through an Erasmus+ collaboration with the University of Messina (2023)

Full profile: rizwan.phd · ORCID · LinkedIn

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Qualifications

PhD in Mathematics, Sabancı University (2024); MPhil in Mathematics, Abdus Salam School of Mathematical Sciences, GC University (2018); BS in Mathematics, University of Education (2016)