Most popular in Science and Technology
Science and Technology
SMA 3405 - Algebra II
Advanced undergraduate introduction to Abstract Algebra. This course equips students with structural tools useful in group theory, Galois theory, and ring theory, bridging abstract algebraic foundations with concrete computational and structural problem-solving techniques.
Science and Technology
SMA 6207 - Algebraic Geometry
Graduate-level introduction to Algebraic Geometry. This course equips students with the computational tools which are useful in Commutative Algebra, Algebraic Geometry, Deformation Theory, Singularity Theory as well as Algebraic Statistics, bridging abstract algebraic foundations with concrete geometric and algorithmic problem-solving techniques.
Science and Technology
SMA 3205 - Introduction to Algebra
An introductory undergraduate course exploring the foundational concepts of modern abstract algebra. The course equips students with structural tools to analyse binary operations, the integers, and group theory, providing a bridge to advanced mathematical concepts, coding theory, and cryptography.
Latest in Science and Technology
Science and Technology
SMA 3205 - Introduction to Algebra
An introductory undergraduate course exploring the foundational concepts of modern abstract algebra. The course equips students with structural tools to analyse binary operations, the integers, and group theory, providing a bridge to advanced mathematical concepts, coding theory, and cryptography.
Science and Technology
SMA 6207 - Algebraic Geometry
Graduate-level introduction to Algebraic Geometry. This course equips students with the computational tools which are useful in Commutative Algebra, Algebraic Geometry, Deformation Theory, Singularity Theory as well as Algebraic Statistics, bridging abstract algebraic foundations with concrete geometric and algorithmic problem-solving techniques.
Science and Technology
SMA 3405 - Algebra II
Advanced undergraduate introduction to Abstract Algebra. This course equips students with structural tools useful in group theory, Galois theory, and ring theory, bridging abstract algebraic foundations with concrete computational and structural problem-solving techniques.