Siti Noor Farwina Mohamad Anwar Antony

farwina

Siti Noor Farwina Mohamad Anwar Antony

BSc. of Science Mathematics USM | 2009 - 2012
MSc of Mathematics USM | 2012 - 2013
PhD in Number Theory Cryptography USM | 2014 - 2019

Email: farwina@usm.my | Room No.: 113 | Phone: +604 653 3965

ORCID : https://orcid.org/0000-0002-0750-7125
SCOPUS ID : 57035019600
RESEARCHER ID : ABB-7447-2020

Profile

Overview:

Siti Noor Farwina Mohamad Anwar Antony joined the School of Mathematical Sciences, Universiti Sains Malaysia as an academic staff in August 2019 after graduating her PhD in the field of Number Theory and Cryptography from the same university.

Her research interest revolves around the area of Elliptic curve cryptography where it plays it role in security system in banking, e-commerce, communication (including whatsapp, telegram, facebook, instagram), and many more.

Selected publications:

  1. Antony, S. N. F. M. A. & Kamarulhaili, K. (2017). Scalar decomposition methods on genus 1 ellipic curves. International Journal of Cryptography Research, 7(1), 1-15.
  2. Antony, S. N. F. M. A., & Kamarulhaili, H. (2018). Construction of endomorphisms with j-invariant 1728 for ISD method. In Proceedings of the 6th International Cryptology and Information Security Conference 2018, p. 26–34.
  3. Antony, S. N. F. M. A., & Kamarulhaili, H. (2018b, June). ISD method implementation over curves with j-invariant 0.  In AIP conference proceeding.Antony, S. N. F. M. A., & Kamarulhaili, H. (2016).  A review on four-dimensional
  4. GLV method and ISD method for scalar multiplication on elliptic curves. Proceedings of the 5th International Cryptology and Information Security Conference 2016, p. 11-20.

Research Interest

  1. Elliptic curve applications in cryptography
  2. RSA cryptography
  3. Discrete Mathematics
  4. Number theory

                      secp256k1

Bitcoin used Secp256k1 curve, an Elliptic Curve in the form of y^{2}=x^{3}+7

Teaching & Supervision

Teaching

No.

Course Code

Course Name

1.

MSS418

Discrete Mathematics

2.

MGM502

Number Theory

3.

MAT202

Introduction to Real Analysis

4.

MAT201

Advanced Calculus

5.

MAA101

Calculus for Science Students

Supervision

Level

Name

 

Doctorate

1.      Mohamad Abdul Mujeeb Khan (Ongoing, 2020-)
2.      Almenderj Hussah Mohammad (Ongoing, 2021-)
3.      Abuawwad Ibrahimm Ali Ahmed (Ongoing, 2021-)
4.      Alenizi Maha Ayad L (Ongoing, 2021-)

 

Masters

1.      Phuah Kok Hong (Graduated, 2020)

 

Bachelors

1.      Nurul Syahira Binti Mohd Mansor (Graduated, 2021)

 

Research

Research Grants
  1. Siti Noor Farwina Bt Mohamad Anwar Antony, Hailiza Kamarulhaili, Construction of Fast Endomorphism for Cost Effective Scalar Multiplication on Elliptic Curve, 01/07/2021-30/06/2023.
  2. Noor Saifurina Binti Nana Khurizan, Majid Khan Bin Majahar Ali, Ng Zhen Chuan, Norazrizal Aswad Bin Abdul Rahman, Norshafira Binti Ramli, Nur Nadiah Binti Abd Hamid, Siti Noor Farwina Bt Mohamad Anwar Antony, Pengukuhan Pengetahuan Matematik bagi Pelajar SPM Daerah Barat Daya, Pulau Pinang, 01/12/2020- 31/05/2022.
Possible Research Title
  1. Elliptic curve and its applications in ecommerce, wireless communication, etc.
  2. RSA modifications.

List of publications:

Published papers:

  1. Jamaludin, S. Z. M, Ismail, M. T., Mohd Kasihmudin, M. S., Mansor, M. A., Antony, S. N. F. M. A, & Makhul, A. A. (2021). Modelling Benign Ovarian Cyst Risk Factors and Symptoms via Log-Linear Model. Pertanika Journal of Science & Technology 29 (3): p. 2199 – 2216.
  2. Antony, S. N. F. M. A., & Kamarulhaili, H. (2020). Improvement of Scalar Multiplication on Elliptic Curve with j- invariant 0. International Journal of Cryptology Research 10(1): p. 22 – 36.
  3. Antony, S. N. F. M. A., & Kamarulhaili, H. (2019). Construction of Endomorphisms for the ISD Method on Elliptic Curves with j-invariant 1728. Malaysian Journal of Mathematical Sciences (MJMS), 13(S), p. 67-76.
  4. Antony, S. N. F. M. A., & Kamarulhaili, H. (2019). Improvement of the ISD Method on Scalar Multiplication for Elliptic Curve with j-invariant 0. In AIP conference proceeding.
  5. Antony, S. N. F. M. A., & Kamarulhaili, H. (2018). Construction of efficiently computable endomorphisms with j-invariant 1728 for ISD method. In Proceedings of the 6th International Cryptology and Information Security Conference 2018, p. 26–34.
  6. Antony, S. N. F. M. A., & Kamarulhaili, H. (2018b, June). ISD method implementation over curves with j-invariant 0. In AIP conference proceeding.
  7. Antony, S. N. F. M. A. & Kamarulhaili, H. (2017). Scalar decomposition methods on genus 1 elliptic curves. International Journal of Cryptography Research, 7(1), 1-15.
  8. Antony, S. N. F. M. A., & Kamarulhaili, H. (2017). Comparative study on four dimensional GLV method and ISD method in elliptic scalar multiplication. AIP conference proceeding.
  9. Antony, S. N. F. M. A., & Kamarulhaili, H. (2016). A review on four-dimensional GLV method and ISD method for scalar multiplication on elliptic curves. Proceedings of the 5th International Cryptology and Information Security Conference 2016, p. 11-20.
  10. Antony, S. N. F. M. A. & Kamarulhaili, H. (2015). On the upper bounds of the sub-decomposition values of the scalar k for elliptic scalar multiplication. Global Journal of Pure and Applied Mathematics, 11(6), 4035-4046

Conference Proceedings:

  1. Antony, S. N. F. M. A., & Kamarulhaili, H. (2016).  A review on four-dimensional GLV method and ISD method for scalar multiplication on elliptic curves. Proceedings of the 5th International Cryptology and Information Security Conference 2016, p. 11-20. 
  2. Antony, S. N. F. M. A., & Kamarulhaili, H. (2017).   Comparative study on four dimensional GLV method and ISD method in elliptic scalar multiplication. AIP conference proceeding.
  3. Antony, S. N. F. M. A., & Kamarulhaili, H. (2018). Construction of endomorphisms with j-invariant 1728 for ISD method. In Proceedings of the 6th International Cryptology and Information Security Conference 2018, p. 26–34.
  4. Antony, S. N. F. M. A., & Kamarulhaili, H. (2018b, June). ISD method implementation over curves with j-invariant 0.  In AIP conference proceeding.

 

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