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The course is a study of basic algebraic structures such as groups, rings, integral domains and fields. It provides a basic understanding of relations focusing on isomorphism. It aims to enhance the student’s skills in constructing mathematical proofs and develop their symbolic thinking and appreciation of mathematical structures that enable them to show confidence in solving algebra problems in various situations.
The course aims to further develop the students’ understanding of differential and integral calculus. It covers the methods and techniques of integration, indeterminate forms, and improper integrals of algebraic and transcendental functions that enable the students to conduct a multi-perspective analysis of local, international, and intercultural problems.
