عزيزاتي الطالبات
السلام عليكم ورحمة الله وبركاته،،،
سوف يكون بمشيئة الله…
introduction/brief CV
An academic and educational expert with over 15 years of experience in higher education, specializing in Mathematics. Holds a Ph.D. in Mathematics with a focus on Differential Geometry (Lorentz Manifolds) and a Master's degree in Algebraic Topology. Possesses extensive experience in admissions and registration, digital transformation of registration systems, and academic advising. Actively contributes to scientific committees and strategic planning, with a particular interest in developing academic services and providing academic supervision.
We study the characteristics of affine vector fields on pseudo-Riemannian manifolds and provide tensorial formulas that characterize these vector fields. Using our approach, we present a…
Considering an almost Ricci soliton (ARS) (N, g, iii, kappa) on a compact Riemannian manifold (N, g), we use the Ricci curvature in the direction of the potential vector field iii to derive…
In this paper, we examine torse-forming vector fields to characterize extrinsic spheres (that is, totally umbilical hypersurfaces with nonzero constant mean curvatures) in Riemannian and…
The student is required to prepare a research project in mathematics under the supervision of a faculty member in the department. The procedure consists of three main steps:
1. Selecting…
Course Description
This course provides students with fundamental concepts and techniques in calculus and linear algebra. Topics include conic sections, matrices,…