MATH 3502

Intermediate Analysis II

Lec 01 selected

Topics include: The full derivative for functions between Euclidean spaces, directional derivatives, Jacobian matrix, differentiability, C¹ functions, multilinear maps, higher derivatives, Taylor's theorem, extrema, inverse and implicit function theorems, extrema subject to constraints, Lagrange multipliers. Further topics may include: normed vector spaces and basic functional analysis, basic theory of manifolds in R&supn Fourier series.

Sections

Lecture

From the syllabus

From the Winter 2024 syllabus by Andrea Fraser. Open the PDF

Grading

75%Tests (6)Best 5 of 6
25%Assignments (9)Best 8 of 9

Course rules

Late work
You may submit up to two assignments 24 hours late; no other late assignments are accepted.
Missed tests
An absence earns zero; no make-up tests except in extenuating circumstances.
Tests
Tests are closed-book and must be completed independently without consulting course materials or other sources.
Assignments
You may discuss questions with classmates, but submitted written work must be your own and outside help is prohibited.
Attendance
Students are expected to attend class and check Brightspace and email regularly.

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