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- 2025
-
Mark
Complete Minimal Submanifolds of Classical Non-Compact Riemannian Symmetric Spaces
(2025) In Master’s Theses in Mathematical Sciences MATM03 20251
Mathematics (Faculty of Engineering)
Mathematics (Faculty of Sciences)
Centre for Mathematical Sciences- Master (Two yrs)
- 2024
-
Mark
Minimal Submanifolds of the Classical Compact Riemannian Symmetric Spaces
(2024) In Master’s Theses in Mathematical Sciences MATM03 20241
Mathematics (Faculty of Sciences)
Centre for Mathematical Sciences- Master (Two yrs)
-
Mark
Topology of Compact Surfaces
(2024) In Bachelor's Theses in Mathematical Sciences MATK11 20241
Mathematics (Faculty of Engineering)
Mathematics (Faculty of Sciences)
Centre for Mathematical Sciences- Bach. Degree
- 2023
-
Mark
Complex-Valued Harmonic Morphisms and p-Harmonic Functions on Compact Riemannian Lie Groups
(2023) In Bachelor's Theses in Mathematical Sciences MATM03 20222
Mathematics (Faculty of Sciences)
Centre for Mathematical Sciences- Master (Two yrs)
- 2022
-
Mark
CMC Tori in the Generalised Berger Spheres and their Duals
(2022) In Bachelor’s Theses in Mathematical Sciences MATK11 20221
Mathematics (Faculty of Engineering)
Mathematics (Faculty of Sciences)- Bach. Degree
-
Mark
Natural Almost Hermitian Structures on Conformally Foliated 4-Dimensional Lie Groups with Minimal Leaves
- Master (Two yrs)
-
Mark
CMC Tori in the Generalised Berger Spheres and their Duals
(2022) In Bachelor's Theses in Mathematical Sciences MATK01 20231
Mathematics (Faculty of Engineering)
Mathematics (Faculty of Sciences)
Centre for Mathematical Sciences- Bach. Degree
- 2021
-
Mark
Eight-Dimensional Hermitian Lie Groups Conformally Foliated by Minimal SU(2) × SU(2) Leaves
(2021) In Bachelor’s Theses in Mathematical Sciences MATK11 20211
Mathematics (Faculty of Engineering)
Mathematics (Faculty of Sciences)- Bach. Degree
- 2020
-
Mark
p-Harmonic Functions on the Semi-Riemannian Lie Groups SU(n) and SU(p,q)
(2020) In Master's Theses in Mathematical Sciences MATM01 20201
Mathematics (Faculty of Engineering)
Mathematics (Faculty of Sciences)- Master (Two yrs)
-
Mark
Minimal and Conformal Foliations of Codimension two on Riemannian Lie Groups
(2020) In Master's Theses in Mathematical Sciences MATM01 20201
Mathematics (Faculty of Engineering)
Mathematics (Faculty of Sciences)- Master (Two yrs)