The mathematics degree is aimed at broadening foundation in the main branches of the subject to subsequently enhance knowledge of mathematics at advanced level. This can be achieved through reasoning and manipulation using many examples. It is also constructed to strengthen the ability to think logically and critically, and to express ideas clearly. It fosters the development of confidence, knowledge and skills in mathematics, and an appreciation of the beauty of mathematical ideas and the power of their applications. Eventually, graduates will be well armed academically to meet the needs of educational and industrial institutions in the region.
Mathematics major opens up various opportunities and prepares students for careers in teaching, banking and finance, computing and statistical works. It also prepares students to pursue graduate studies in mathematics, applied mathematics, or other related fields.
This course presents the fundamentals of structured programming concepts. It covers primitive data types, expressions, control statements, functions, arrays, basic searching, and sorting algorithms. PrerequisiteNone. Equivalent to CCEE 214.
This course is designed to enhance students’ professional writing skills. It is tailored to students pursuing careers in the professions and includes advanced business writing and editing, correspondence, critical review, writing professional reports and proposals, and making oral presentations. Prerequisite: ENGL 210. Every Semester.
This course covers fundamental topics in Electricity and Magnetism: Electric forces and Electric Fields for discrete and continuous charge distribution, Gauss’s Law, Electric Potential, Capacitance and Dielectrics, Kirchhoff’s rules, Magnetic Fields and Forces, Biot-Savart Law, Ampere’s Law, Magnetic Flux, Gauss’s Law in Magnetism, Faraday’s and Lenz’s Laws. Prerequisite: None.
Linear equations in linear algebra, matrix algebra, determinants, vector spaces, linear transformations, eigenvalues and eigenvectors, orthogonality and least squares, symmetric matrices and quadratic forms. Prerequisite: None.
First order linear differential equations, linear differential equations of second and higher order, differential equations with power series solutions, Legendre’s and Bessel’s equations, systems of differential equations, Laplace transforms and their inverses, partial differential equations using separation of variables, heat equations: solutions by Fourier series. Prerequisite: MATH 211.
If you have a query about a specific major or application, please contact the relevant Administrative Assistant.
Administrative Assistant Tel: +961 5 60 30 90 Ext. 701
E-mail: da_cas@rhu.edu.lb