MATH 2505

Introductory Analysis

Lec 01 selected

This course is for honours students and other serious students of mathematics. Topics include: the axioms for the real number system, geometry and topology of Euclidean space, limits, continuity, differentiability, the inverse and implicit function theorems.

Sections

Lecture

From the syllabus

From the Winter 2024 syllabus by Suresh Eswarathasan. Open the PDF

Grading

30%Weekly assignments2–3 problems per week
10%Weekly journals
15%Midterm 1Feb 9, 2024
15%Midterm 2Mar 8, 2024
30%Final examDate TBD

Textbook

  • Introduction to Real Analysis, R. Bartle and D. Sherbert

Course rules

Late work
Contact the instructor to discuss extensions or substitutions; valid excuses must follow Dalhousie guidelines.
Missed midterms
The final exam weight increases to 45% or 60%, depending on how many midterms were missed.
Collaboration
Submit individual assignments and name any students you collaborated with.
AI use
Indicate on submitted assignments if you used ChatGPT or another AI.

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