A 15 lecture course which introduces intermediate level topics in Linear Algebra.
Assumes that Linear Algebra I is covered. Specifically assumes knowledge of the following topics:
From 30th March to 4th May, 2021, Tuesdays, Thursdays and Saturdays
Weekly tutorials conducted by TAs in smaller groups as per times fixed.
I will be available on Teams during the timings given bellow, for clearing any doubts. You can sent a direct message to me for joining.
Students are expected to spent atleast 12 hrs per week. Roughly
The resources provided are licenced under Creative Commons/Open Licences and hence downloadable.
[CDTW] Linear Algebra
David Cherney, Tom Denton, Rohit Thomas and Andrew Waldron
[WKN] Linear Algebra with Applications
W. Keith Nicholson
[MR] Interative Linear Algebra
Dan Margalit and Joseph Rabinoff
Down with Determinants
Linear Algebra Done Right Videos
The Fast Fourier Transform and Polynomial Multiplication
[GS] Linear Algebra MIT OCW Course Materials
Recalling Basics | Function Spaces | Random Walk on Graphs
Definitions | Characteristic Polynomial | Examples
Eigenvector Basis and Powering | Multiplicities
Submit by 13th April
Jordan Form | Norms | Distance | Inner Product | Complex Case
Orthogonal & Orthonormal Vectors | Gram-Schmidt Orthogonalization
Subspace Projections | Orthogonal Complements | Fitting with Errors
Best fit vector on a subspace | Least Squares Fitting Equation
Submit by 26th April
Submit by 27nd April
On 4th May