Lecture, three hours; discussion, one hour. Requisite: course 115A. Linear transformations, conjugate spaces, duality; theory of a single linear transformation, Jordan normal form; bilinear forms, quadratic forms; Euclidean and unitary spaces, symmetric skew and orthogonal linear transformations, polar decomposition. P/NP or letter grading.

Review Summary

Clarity
8.3 / 10
Organization
8.3 / 10
Time
5-10 hrs/week
Overall
8.3 / 10

Reviews

    Quarter Taken: Winter 2022 In-Person
    Grade: A

    Pretty easy class. Chernikov takes all his lectures directly from the textbook, so attendance isn't necessary. Homework and exam questions are very similar, so make sure you understand the homework. This was made easier considering the exams were all 24 hours online.

Course

Instructor
Artem Chernikov
Previously taught
23S 22W 19S

Grading Information

  • No group projects

  • Attendance not required

  • 2 midterms

  • Finals week final

  • 100% recommend the textbook