Assignments
- Quiz: Background linear algebra (optional)6 Points Possible
- Optional video quiz: Introduction to CUR4 Points Possible
- Homework 3ClosedDue Mar 3 at 11:59pm2 Points Possible
- Video quiz 11: HSS matricesDue Feb 19 at 11:59pm10 Points Possible
- Video quiz 10a: Extending a Toeplitz matrix to a circulant matrixDue Feb 18 at 11:59pm10 Points Possible
- Video quiz 10b: Intro to Levinson, Durbin, TrenchDue Feb 18 at 11:59pm10 Points Possible
- Homework 2ClosedDue Feb 17 at 11:59pm2 Points Possible
- Video quiz 9: Proof of the Rayleigh-Ritz theoremDue Feb 14 at 11:59am10 Points Possible
- Video quiz 8: Eigenvalue derivativesDue Feb 12 at 11:59pm10 Points Possible
- Video quiz 7b: Rayleigh-Ritz theoremDue Feb 7 at 11:30pm10 Points Possible
- Video quiz 7a: MincutDue Feb 7 at 11:30pm10 Points Possible
- Homework 1ClosedDue Feb 5 at 11:59pm2 Points Possible
- Video quiz 6: Eigenvalue multiplicityDue Feb 4 at 11:59pm10 Points Possible
- Video quiz 5: Introduction to interpolatory decompositionsDue Jan 28 at 7pm10 Points Possible
- Video quiz 4a: Index vectorsDue Jan 24 at 7pm10 Points Possible
- Video quiz 4b: Randomized SVDDue Jan 24 at 7pm4 Points Possible
- Video quiz 3a: SVD introduction and propertiesDue Jan 22 at 7pm8 Points Possible
- Video quiz 3b: SVD and the Eckart-Young theoremDue Jan 22 at 7pm10 Points Possible
- Video quiz 1: Low-rank approximation exampleDue Jan 17 at 7pm10 Points Possible
- Video quiz 2a: QR-factorization from Gram-SchmidtDue Jan 17 at 7pm10 Points Possible
- Video quiz 2b: Solving linear least squares via QR-factorizationDue Jan 17 at 7pm10 Points Possible