HAVAL MAHMOOD MAHAMMAD SALIH
هەڤال محمود محمد صالح
Assistant Professor
Mathematics Department
Faculty of Science
Email: [email protected]
Date of Birth: 1982-06-20
Gender: Male
General Expertise: Pure Mathmatics
Specific Expertise: Algebraic topology
Employment: full-time
Biography:
| Supervision Type | Year | Institute | Faculty / College | Department | Research Title |
|---|---|---|---|---|---|
| Doctoral Dissertation | 2024-2026 | Soran University | Science | Mathematics | The hurwitz components of PSL(5,q) |
| Master\'s Thesis | 2022 | Soran University | Science | Mathematics | Projective symmpltic groups of small genus |
| Master\'s Thesis | 2024-2026 | Soran University | Science | Mathematics | Commuting conjugacy class graph of finite groups |
| Employment Type | Place of Work | Start Date | End Date | Position | Details | Reference |
|---|---|---|---|---|---|---|
| Full-Time | Erbil Polytechnic University | 1/9/2025 | 1/9/2026 | Lecturar |
| Year | Institute | Faculty | Department | Stage | Semester | Module Title |
|---|---|---|---|---|---|---|
| 2025 | Erbil Polytechnic University | Technical College of Computer and Informatics Engineering | ISE | 2 | 3 | Calculus II |
| 2026 | Erbil Polytechnic University | Technical College of Computer and Informatics Engineering | ISE | 1 | 2 | Calculus I |
| University Name | Field of Study | Qualification Type | Country | Year |
|---|---|---|---|---|
| Soran University | Mathematics | Bachelor's Degree | Iraq | 2095 |
| Sulimani University | Pure Mathematics | Master's Degree | Iraq | 2008 |
| Birmingham University | Algebraic topology | Doctorate (PhD) | UK | 2014 |
Email: [email protected]
Office Address : Soran UniversityOffice Hours : Online averiable
Home Address : Erbil\\Aras
Telephone1: 009647504760480
Telephone2:
Research Vision
Research Interest and Supervision
Algebraic topology, algebraic graph theory, Computational Algebra, topological algebra
| Activity Type | Detail |
|---|---|
| Peer Review | Dear Prof. Haval M. Mohammed Salih: Thank you for reviewing the above manuscript, entitled "Low-genus primitive monodromy groups with a nonunique minimal normal subgroup" for Communications in Algebra. |
| Seminar | On the realisability of as a low genus monodromy group |