Dr. Dur-e-Shehwar

Dr. Dur e Shehwar Sagheer (PhD CUST, Islamabad)

ASSISTANT PROFESSOR
PROFILE SUMMARY

Dr. Dur-e-Shehwar Sagheer has joined academia in 2003. Meanwhile she completed her M. Phil from University of Sussex, UK and PhD. from capital University of Science and Technology. She has fifteen years of teaching experience. She has solid ability to stay organized and on top of important deadlines when teaching full load of classes each semester. She is actively involved in arranging different activities for female students. A committed, knowledgeable and capable Research Fellow. Supervising M.Phil. and PhD. Students.

QUALIFICATION
PhD Mathematics Capital University of Science & Technology, Islamabad 2016
MPhil Mathematics Sussex University,England 2006
MPhil Mathematics Quaid-e-Azam University, Islamabad, Pakistan 1997
MSc Mathematics Punjab University, Pakistan 1995
TEACHING EXPERIENCE
Assistant Professor Capital University of Science and Technology, Islamabad, Pakistan. Since – 2015
Assistant Professor Mohammad Ali Jinnah University, Islamabad, Pakistan. 2008 – 2015
Assistant Professor FAST National University of Emerging Sciences, Islamabad, Pakistan. 2007 – 2008
Assistant Professor Fatima Jinnah Women University, Rawalpindi, Pakistan. 2006 – 2017
Associate Tutor University of Sussex, Falmer, Brighton BN1 9RD, England. 2003 – 2005
HONORS & AWARDS
1. Punjab Government Scholarship in MSc.
2. Roll of honor from Punjab University for third position in the Punjab University and First in the college.
3. Second position in M. Phil. Pure Math’s. in 1997
4. Merit Scholarship in M. Phil.
RESEARCH AREAS / INTERESTS
  1. Group Theory;
  2. Fixed Point Theory;
  3. Fluid Dynamics.
RESEARCH SUPERVISION
1. MPHIL Generalization of Kannan Type Mapping in the Setup of Extended b-matric Space. 201
2. MPHIL The Study of Heat and Mass Transfer of Upper Convected Maxwell Fluid Between Parallel Plates. 2020
3. MPHIL Impact of Thermal Radiation and Porosity on M HD Flow and Heat Transfer over a Shrinking Sheet. 2020
4. MPHIL Effects of Chemical Reaction on Nanofluid Flow Past a Stretching Sheet with Thermal Radiations. 2020
5. MPHIL An Unsteady Squeezing Casson Fluid Flow Under the effect of Darcy Number. 2020
6. MPHIL Weak Partial b-metric Space Endowed with a Suzuki-type Multivalued Contraction. 2021
7. MPHIL Fixed Point Theorem on Extended b-metric Like Space with Expansive Mappings. 2021
JOURNAL PUBLICATIONS
1. D. Shehwar, T. Kamran, C*-valued G-Contractions and fixed points, Journal of Inequalities and Applications, (2015).
2. D. Shehwar, S. Batul, T. Kamran, A. Ghura, Caristi Fixed Point Theorem on C*-algebra Valued Metric Space, J. of Nonlinear Sci. Appl. 9(2016) 584-588.
3. R. Ali, S. Batul, M. Rafique, D. Shehwar, ϕ-contractive Mappings on Generalized Probabilistic Metric Spaces, Journal of Mathematical Analysis, ISSN: 2217-3412,
Volume 9 Issue 3 (2018), 2217-3412.
4. D. Sagheer, S. Batul, R. Ali, The C*-Algebra valued Caristi’s Fixed Point Theorem: A Graphic Version, J. Math. Anal, Vol. 10, Issue 1(2019), 1-9.
5. M. Anwar, D. Shehwar, R. Ali, and N. Hussain, “Wardowski type α-Fcontractive approach for nonself multivalued mappings,” U.P.B. Sci. Bull., Series A, Vol. 82, Iss. 1, 2020.
6. M. Anwar, D. Shehwar, R. Ali, “Fixed Point Theorems on (α, F)-contractive Mapping in Extended b-Metric Spaces,” J. Math. Anal. ISSN: 2217-3412, Volume 11 Issue 2 (2020), Pages 43-51.

Other Members