SEKOU TRAORE MATHEMATICS DOCTORAL SCHOOL

---

We offer a 6 years mathematics PhD programme in Harmonic Analysis, Functional Analysis operatory theory and Differential geometry . 

MATHEMATICS

Our  reseach team in mathematics is very active  and focus  on von Neumann's inequality.  Recently,  Mouanda proved that von Neumann's inequality holds up to the constant 2^n for complex polynomials of n variables. He showed the same thing for matrices of complex variables of several variables. Our research team  is investigating the structure and laws of the universe through the applications of Fermat's Last Theorem . For the first time , life in every planet system of every galaxy of the universe has been predicted  through the representation of the galaxy of sequences of positive integers  which satisfy the stability law  x^2 + y^2 = z^2. This study leads to the creation of a new branch of mathematics  called Galaxies of Numbers Theory. This new Theory will allow us to describe the universe in terms of numbers. This will give us a better understanding of the universe. Please, send us a message if you need the copy of any paper.

Academic Year 2020

• J. Moussounda Mouanda, On Von Neumann's Inequality for Tuples of Complex Triangular Toeplitz Contractions. Rocky Mountain Journal of Mathematics, Vol. 50, Number 1, 213-224(2020).

       Academic Year 2021

• J. Moussounda Mouanda, On Kadison's Similarity Problem for Homomorphisms of the Algebra of Complex Polynomials. Advances in Pure Mathematics, Vol. 11, No. 9(2021).
• J. Moussounda Mouanda, On Von Neumann's Inequality for Matrices of Complex Polynomials. American Journal of Computational Mathematics, Vol.11(04)241-266(2021).
• J. Moussounda Mouanda, On Fermat's Last Theorem and Galaxies of Sequences of Positive Integers. American Journal of Computational Mathematics, 12, 162-189(2021.).
• J. Moussounda Mouanda, On Von Neumann's inequality Extension and Factorization of Complex Polynomials of Several  Variables. Journal of Mathematics Research, Canadian Center of Science and Education, 2021. Accepted.

Academic Year 2022

• J. Moussounda Mouanda, Jean Raoul Tsiba & Kinvi Kangni, On Fermat's Last Theorem Matrix Version  and  Galaxies of Sequences of Circulant Matrices with  Positive integers as entries, Global Journal of  Science Frontier Research  (F)  Vol. XXII, Version 1, 38(2022).
• J. Moussounda Mouanda,  On Fermat's Last Theorem Matrix Version   and  Galaxies of Sequences of Circulant Matrices with  Positive integers as entries, Global Journal of  Science Frontier Research  (F)  Vol. XXII, Version 1, 38(2022).

Professor Matsouaka Roland, Duke University, USA.

https://academictree.org/epidemiology/publications.php?pid=363846