Dr. Samina Rashid

$Dr. Samina Rashid Math$

Associate Professor

samina.batul@cust.edu.pk

+92-51-111-555-666

PROFILE SUMMARY

Dr. Samina Rashid has completed Ph.D. degree in Mathematics from Capital University of Science and Technology in 2016. Before that, She has done M.Phil. from Quaid-i-Azam University Islamabad Pakistan in 2001. She worked as a research associate at the University of Passau, Germany for two years in the chair of symbolic computations. She also worked from 2003 to 2006 in Nescom as a manager. Her research area is Functional Analysis, especially Fixed Point Theory. She is also working in Cryptography and Cryptanalysis. Currently, She is supervising four M.Phil. students and two students have completed their degree in M.Phil. under my supervision. She has more than fifteen years of teaching experience at graduate and undergraduate level.

QUALIFICATION
PhD	Mathematics	Capital University of Science & Technology, Islamabad	2016
MPhil	Mathematics	Quaid-i-Azam University, Islamabad-Pakistan	2000
MSc	Mathematics	Quaid-i-Azam University, Islamabad-Pakistan	1998
BSc	Bachelor of Science in Mathematics, Statistics	Punjab University, Lahore-Pakistan	1995

TEACHING EXPERIENCE
Associate Professor	Capital University of Science and Technology, Islmabad	Since – 2023
Assistant Professor	Capital University of Science and Technology, Islmabad	2016 – 2022
Research Associate	Universitaet Passau, Germany	2009 – 2011
Visiting Faculty Member	Mohammad Ali Jinnah University, Islamabad.	2006 – 2007
Manager	NESCOM, Islamabad	2003 – 2006
Lecturer	Mohammad Ali Jinnah University, Islamabad	2000 – 2003
Teaching Fellow in Mathematics	Mohammad Ali Jinnah University,Islamabad	1999 – 2000
Assistant Professor	Mohammad Ali Jinnah University,Islamabad

RESEARCH AREAS / INTERESTS

1. Cryptography and Cryptanalysis;
2. Computer Algebra and Applications;
3. GrÃ¶bner Basis Computations;
4. Weyl Algebra;
5. Fixed Point Theory;
6. Probabilistic Metric Spaces;

JOURNAL PUBLICATIONS
1.	Dur-e-Shehwar, Samina Batul, Rashid Ali, “The C*-algebra valued Caristi’s fixed point theorem: A graphic version”, J. Math. Analysis, 9 No. 1 (2019). (X Category).
2.	R. Ali, S. Batul, M. Rafique, D. Shehwar, “φ-Contractive Mappings on Generalized Probabilistic Metric Spaces”, Journal of Mathematical Analysis, To appear 2018. (X Category)
3.	D. Shehwar, S. Batul, T. Kamran, A. Ghura, Caristi Fixed Point Theorem on C*-algebra Valued Metric Space, J. Of non linear Sci. Appl. 9, (2016).
4.	S. Batul and T. Kamran Fixed Point Theory and Applications (2015) 2015:142 C*-valued Contractive Type Mappings
5.	T. Kamran, M. Postolache, A. Ghiura, S. Batul and R. Ali “The Banach contraction principle in C*-algebra-valued b-metric spaces with application”, Fixed Point Theory and Applications 2016:10 (IF:2.5)
6.	Shabir, M. , Ali, A. and Batool, S. , A Note on Quasi-Ideals in Semirings, Southeast Asian Bulletin of Mathematics (2004) 27 : 923-928.. http://202.116.32.246/pi/vol27no5/p19.

Our Team

Dr. Samina Rashid

PROFILE SUMMARY

RESEARCH AREAS / INTERESTS

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