MATH 269B | Bruinwalk

Home
Search
MATH 269B

MATH 269B

Advanced Numerical Analysis

Description: Lecture, three hours; discussion, one hour. Requisites: courses 115A, 151A, 151B. Numerical solution for systems of ordinary differential equations; initial and boundary value problems. Numerical solution for elliptic, parabolic, and hyperbolic partial differential equations. Topics in computational linear algebra. S/U or letter grading.

Units: 4.0

1 of 1

Christopher Anderson

Overall Rating N/A

Easiness N/A/ 5

Clarity N/A/ 5

Workload N/A/ 5

Helpfulness N/A/ 5

Most Helpful Review
No reviews have been written yet.

Christopher Anderson

Overall Rating N/A

Easiness N/A/ 5

Clarity N/A/ 5

Workload N/A/ 5

Helpfulness N/A/ 5

Most Helpful Review
No reviews have been written yet.

AD

Christopher Anderson

Overall Rating 5.0

Easiness 4.0/ 5

Clarity 4.0/ 5

Workload 4.0/ 5

Helpfulness 4.0/ 5

Most Helpful Review
Fall 2019 - For 269A, the class is not hard, and the first half of class covers almost the same material at 151B. Midterm was easy and final was a bit harder, but the class is relatively easy as a graduate course.

Chenfanfu Jiang

Overall Rating N/A

Easiness N/A/ 5

Clarity N/A/ 5

Workload N/A/ 5

Helpfulness N/A/ 5

Most Helpful Review
No reviews have been written yet.

Jean-Michel Maldague

Overall Rating N/A

Easiness N/A/ 5

Clarity N/A/ 5

Workload N/A/ 5

Helpfulness N/A/ 5

Most Helpful Review
No reviews have been written yet.

Stanley Osher

Overall Rating N/A

Easiness N/A/ 5

Clarity N/A/ 5

Workload N/A/ 5

Helpfulness N/A/ 5

Most Helpful Review
No reviews have been written yet.

AD

Joseph Teran

Overall Rating 3.0

Easiness 3.0/ 5

Clarity 3.0/ 5

Workload 3.0/ 5

Helpfulness 3.0/ 5

Most Helpful Review
Winter 2020 - Decent professor. Seems not care much about teaching.

Luminita Vese

Overall Rating N/A

Easiness N/A/ 5

Clarity N/A/ 5

Workload N/A/ 5

Helpfulness N/A/ 5

Most Helpful Review
No reviews have been written yet.

1 of 1