I am a Lecturer (Teaching) in the Department of Mathematics at UCL.

**Email:**
y.naqvi@ucl.ac.uk

**Research Interests:**

Algebraic Combinatorics, Geometric Group Theory, Representation Theory, Lie Groups and Algebras

**Publications:**

- P. Dani, Y. Naqvi, I. Soroko and A. Thomas,
*Divergence, thickness and hypergraph index for general Coxeter groups*, preprint - E. Milićević, Y. Naqvi, P. Schwer and A. Thomas,
*A gallery model for affine flag varieties via chimney retractions*, Transformation Groups (2022) - Y. Naqvi, S. Sahi and E. Sergel,
*Interpolation polynomials, bar monomials, and their positivity*, IMRN (2022) - Y. Naqvi and S. Sahi,
*A combinatorial formula for certain binomial coefficients for Jack polynomials*, preprint - L. Carbone, V. Nanda and Y. Naqvi,
*Equivariant simplicial reconstruction*, SIAM J. Appl. Algebra Geometry, 4(4), 532–552 (2020) - Y. Naqvi,
*A product formula for certain Littlewood-Richardson coefficients for Jack and Macdonald polynomials*, Journal of Algebraic Combinatorics, Volume 44, Issue 3, 603–643 (2016) - L. Carbone and Y. Naqvi,
*Hyperbolic Kac-Moody groups, billiard tables and actions of lattices on buildings*, Journal of Pure and Applied Algebra, Volume 216, No. 3, 495-518 (2012) - L. Carbone, S. Chung, L. Cobbs, R. McRae, D. Nandi, Y. Naqvi and D. Penta,
*Classification of hyperbolic Dynkin diagrams, root lengths and Weyl group orbits*, Journal of Physics A: Mathematical and Theoretical, Volume 43, No. 15 (2010) - D. Hansen and Y. Naqvi,
*Shimura lifts of half-integral weight modular forms arising from theta functions*, Ramanujan Journal, Volume 17, Issue 3, 343-354 (2008)

**Recreational:**

- S. Dougherty and Y. Naqvi,
*Kings, sages, hats, and codes*, MOVES (The Mathematics of Various Entertaining Subjects) Volume III (2019)

Term 2 (Spring), 2024:

- MATH0053: Algebra 4
- LTCC: Representation Theory of Finite Groups

Term 1 (Autumn), 2023:

- MATH0005: Algebra 3, Tutorial groups 7, 11
- MATH0013: Analysis 3 (Complex Analysis), Tutorial groups 7, 21, 22

Term 2 (Spring), 2023:

- MATH0053: Algebra 4
- MATH0004: Analysis 2, Tutorial groups 4, 9, 17

Term 1 (Autumn), 2022:

- MATH0005: Algebra 1, Tutorial groups 4, 12
- MATH0013: Analysis 3 (Complex Analysis), Tutorial groups 13, 17

Term 1 (Autumn), 2021:

- MATH0003: Analysis 1, Tutorial groups 11, 16
- MATH0005: Algebra 1, Tutorial groups 13, 16

Term 2 (Spring), 2021:

- MATH0004: Analysis 2, Tutorial groups 13, 22, 23, 24
- MATH0006: Algebra 2, Tutorial groups 22, 23, 31, 36

For previous courses taught at other institutions, please follow the links below.

Maintained by YN and last modified 19/02/24