FACULTY BIO

Dr Moustafa Ibrahim have the PhD in mathematics from University of Warwick, England sponsored by the Engineering and Physical Sciences Research Council (UK) together with the Marie Curie Fellowship, where he worked on certain applications of the Andrew Wiles Proof of Fermat Last Theorem. Later on he joined the European Research Project GTEM on number theory, with 2.3 million British pound budgets He succeeded to establish new and genuine classical approach to the theory of formal differentiation and used it extensively in studying certain polynomials, Fibonacci numbers, Lucas Numbers and he discovered the Fibonacci-Lucas expansion and found new parametric solutions to a quintic Diophantine equation and the Ramanujan Journal published these results in his paper "A New Approach to Polynomial Identities". In addition, he was the first Egyptian publish in the Ramanujan Journal, Springer. He worked as a math supervisor for the first year math students of University of Warwick for many academic years and tutor for the algebraic number theory course at the department of mathematics of University of Warwick. His research interest is in number theory, and among all of its subfields he is most interested in primality test algorithm, prime factorization of larger numbers, the factorizations of Mersenne numbers, Fermat numbers and develop new polynomial identities and develop new techniques to factorize polynomials in several variables. Also, he has great interest to the 3x+1 open conjecture.