Indian Institute of Technology Jodhpur
MATHEMATICS -II (12001), Jan-May 2014
Linear algebra and Ordinary differential equations
Course Instructor: Chandramouli V V M Sarma
E-mail: chsarma@iitj.ac.in
Tel: +91-291-244 9040 (Office)
Where to go for help: 1105-A, Academic Block-I
Office Hours: Thursday 4:00PM – 5:00PM
Course Description: Course Information
Exams: Quiz: 20 Feb'14; 27 Mar'14; 31 Mar'14
Mid Test-1 : 04 Feb 2014 (9:00AM - 10:00AM)
Mid Test-2: 12 Mar 2014 (9:00AM - 10:00AM)
End exam: 23 April 2014 (2:00PM - 5:00PM);
Lecture Notes 1
: Introduction to Matrices (Slides)
Lecture Notes 2
: Linear system of equations (Slides)
Lecture Notes 3
: Vector Spaces (Slides)
Lecture Notes 4
: Subspaces and Linear span (slidess)
Lecture Notes 5
: Bases and Dimension (slides)
Lecture Notes 6
: Rowsapce and Columan Spaces (slides)
Lecture Notes
: Vector Sapces and Subspaces
Lecture Notes
: Vector Sapces and Subspaces
Lecture Notes 7
: Linear Transformations
Lecture Notes 8
: Algebra of L.T
Lecture Notes 9
: Representation of L.T by Matrices
Lecture Notes 10
: Inner Product Spaces
Lecture Notes 11
: Orthonormal sets and Gram-Schimdt orthogonalization process
Lecture Notes 12
: Eigenvalues, Eigenvectors and Diagnolization
Lecture Notes
: Eigenvalues and Eigenvectors (slides)
ODE Lecture Notes
: 1
ODE Lecture Notes
: 2
ODE Lecture Notes
: 3
ODE Lecture Notes
: 4 (Operator Method)
ODE Lecture Notes
: 5 (Systems of Linear ODE's and Stability)
ODE Lecture Notes
: 6 (System of Linear ODE's and Stability)
ODE Lecture Notes
: 7 (Power Series)
ODE Lecture Notes
: 8 (Series Solutions and Legendre's Polynomials)
ODE Lecture Notes
: 9 (Regular Singular Points and Frobenius Method)
ODE Lecture Notes
: 10 (Bessel's Functions and Gamma Function)