lecturer Kamran Shafique
Experienced lecturer over 15 years of teaching and management experience In the mathematical department of UOG, Pakistan. Expert in the field of Group theory of Pure mathematics and delivering effective lectures in Differential geometry. Kamran Shafique has completed his M.phil form QAU under the supervision of Emeritus Prof. Dr. Qasir Mushtaq, presiedent of Pakistan Mathematical society (PMS). Kamran Shafique is dedicated to students success and educational excellence.
My main research intrest in genenral in group theory, group actions and group graph additionally in differential geometry and operational research in particular.
- M.Phil,Quaid-I-Azam University
- Master of science in mathematics,Goverment College University , Lahore
- Bachelor of science,University of Punjab
- F.SC,Gujranwala Board of Intermediate & Secondary Education
- Matric,Gujranwala Board of Intermediate & Secondary Education
- senior regular member Pakistan mathematical society, Islamabad
| Student Name | Degree | Title | Status / Completed Year |
|---|---|---|---|
| Fatima Imtiaz | M.Sc. | ON INTRANSITIVE ACTIONS OF THE HECKE GROUP H(h5)=( X,Y: X^2=Y^5=1) The main objective in this thesis is to classify all intransitive action s of the Hecke group on the finite projective line . | 2018 |
| Saba Mariam | BS | ON TRANSITIVE ACTIONS OF THE MODULAR GROUP PSL(2,Z) ON THE FINITE SET S(n)={1,2,3,...n: n=3,6,9,12} In this thesis the main objective is to classify the transitive action of the modular group on the particular sets using the Grahim Higman genus formula. | 2017 |
| Iqra Sharif | BS | ON FINITE PRESENTATION OF THE HOMOMORPHIC IMAGES OF THE HYPERBOLIC TRIANGLE GROUP(2,3,11) The main target of this thesis is to find the finite presentations of the the hyperbolic triangle group (2,3,11) whenever it acts on a set or on a finite projective line. | 2016 |
| Samia ashbar | BS | ON MAXIMUM IMBEDDING OF HYPERBOLIC TRIANGLE GROUP (2,3,9) The main objective of the thesis is to classify action of the hypetbolic group (2,3,9) as the coset diagram using its maximum imbedding on a surface with maximum genus. | 2016 |
| Saira Javed | BS | ON TWO MANIFOLD COSET DIAGRAMS OF HYPERBOLIC TRIANGLE GROUP (2,4,6( The main objective in this thesis is to work for two manifold coset diagrams for the action of hyperbolic triangle group (2,4,6) on the finite projective line . | 2015 |
| Faiza Tufail | M.Sc. | ON MAXIMUM AND MINIMUM GENUSES OF THE ACTION OF THE WALLPAPER GROUP P4 ON PL(Fq) In this thesis is to find both maximum and minimum genuses for action of wallpaper group P4 to classify it topologically in both aspects. | 2015 |
| Irsa iftikhar | BS | GENUS OF TRIANGLE GROUP (2,3,r) In this thesis the main objective is to classify the coset diagrams under the action of triangle group (2,3,r) using the topological propery for surface known as genus. | 2012 |
- As a enumerator in FBS (federal beuru of statistics), in Sialkot, in 2005 t0 2006
- As a research assistant on contract for 3 years from 2009 to 2012 on contract basis in University of gujrat, in math dept hh campus
- As a visiting lecturer from 2012 to 2014 in dept of maths hh campus uni of gujrat