MTH631 – Real Analysis II is an advanced course designed to expand students’ knowledge of real analysis. Building on concepts from Real Analysis I, this course delves deeper into the structure of real numbers, sequences, and functions, with a strong focus on mathematical rigor. Key topics include metric spaces, uniform convergence, sequences and series of functions, continuity, compactness, and the Riemann-Stieltjes integral.
In MTH631, students will gain a deeper understanding of the theoretical foundations of real analysis, equipping them with the skills necessary for higher-level mathematics and applied fields. The course emphasizes mathematical proofs, abstract reasoning, and advanced topics in functional analysis and real-valued functions.
By completing this course, students will be able to tackle complex mathematical problems and explore advanced topics in mathematics, preparing them for future research or higher studies in areas like topology, functional analysis, and mathematical economics.
Order MTH631 – Real Analysis II now through VU Bookshop Online and enhance your understanding of advanced real analysis concepts, all while enhancing your academic journey at Virtual University.