Name: Najlae Falah Hameed Al Saffar
Scientific Degree: Prof.
Scientific Level: Ph. D.
Official Address: University of Kufa,
Faculty of Computer Science & Mathematics,
Department of Mathematics.
Email: [email protected]
Mobile: 0781 138 9068
Google Scholar: https://scholar.google.com/citations?hl=en&user=kI_V_E0AAAAJ
Researcher ID : D-2781-2018
Id ORCID: 0000-0001-5599-2885

Qualifications:
1. B. Sc. in Mathematics, Al Kufa University, 1999.
2. M. Sc. In Mathematics (Number Theory), Babel University, 2005.
- Title of M. Sc. Thesis:
“Proposed Developments of Elliptic CurvesCryptosystem”

3. Ph. D. in Mathematics (Cryptography) UPM, Malaysia 2015.
- Title of Ph. D. Thesis:
“Development of Some Fast and Efficient Methods for Elliptic Curve Scalar Multiplication Over Prime Fields”.

Scientific Researches:
1. Proposed Division Algorithm Theorem,
First conference for applied and pure sciences, Al Kufa Unversity, 2008.
2. Proposed Methods to Encryption ─ Decryption by Group of Elliptic Curve,
Journal of Islamic University College, 2009.
3. Proposed Development of Elliptic Curve Cryptosystem,
Journal of Sciences, University of Al-Qadisiyah.
4. On Bayes Estimation,
Journal of Sciences, University of Al-Qadisiyah, 2009.
5. Certain Types of Generalized Closed Sets,
Journal of Nahrain University, 2009.
6. Proposed Developments of Elliptic Curve Digital Signature Algorithm,
"World Academy of Science Engineering and Technology, Volume (62) 2010".
7. On the Mathematical Complexity and the Time Implementation of Proposed Variants of Elliptic Curves Cryptosystems,
"International Journal of Cryptology Research 4(1): 42 – 54, 2013".
8. Speeding up the Elliptic Curve Scalar Multiplication Using the Window -w Non Adjacent Form ,
"Malaysian Journal of Mathematical Sciences. 9(1): 89 -108. 2015".
9. Speeding up the Elliptic Curve Scalar Multiplication Using Non Adjacent Form.
"Journal of Discrete Mathematical Sciences and Cryptography. 18(6), 2015".
10. High Performance Methods of Elliptic Curve Scalar Multiplication.
"International Journal of Computer Applications. 108(20): 21 – 27, 2014".
11. Improved Arithmetic on Elliptic Curves over Prime Field.
"International Journal of Computer Networks and Communications Security. 2(12): 462- 471, 2014".
12. Certain types of separation axioms in Tri-topological spaces. “Iraqi journal of
science”. 52(2): 212-217, 2011.
13. Public Key Cryptosystem Based on Graph Theory. “Journal of Engineering and Applied Sciences”. 14(1): 219-223, 2019.
14. Steganography Algorithm Based RSA Cryptosystem. “Journal of Engineering and Applied Sciences”. 14(7): 2240-2243, 2019.
15. A Survey on Elliptic Curves Cryptosystems. "Jour of Adv Research in Dynamical & Control Systems". 11(1): 359-362, 2019.

Students Final Projects
1. Representation of Elements of Binary Field, 2006.
2. On Interpolation Theory, 2006.
3. Graphs Theory, 2007.
4. Elliptic Curve Groups Over Prime Field, 2007.
5. On Symbols of Legendre and Jacobian, 2008.
6. On Fibonacci Numbers,2009.
7. The Order of an Integer and Primitive Roots, 2010.
8. On the Security of the Diffie–Hellman key exchange Protocol, 2016.
9. On the Security of the Knapsack Cryptosystem, 2016.
10. On the Security of the ElGamal Cryptosystem, 2016.
11. On the Security of RSA Cryptosystem, 2017.
12. On Diophantine Equations, 2017.
13. On Security of Rabin Cryptosystem, 2018.