Mathematics I (Dev Anand)
Matrices (Sri Anjani)
Matrices (Rudradeep)
Improper Integrals and Ordinary Differential Equations
Functions of Single Real Variable
Vector Spaces (Rudradeep)
Functions of Single Real Variable (Sri Anjani)
Functions in Multiple Variables (Kowshik)
Asymptotes
Asymptotes notes by different Prof
Infinite Series
Infinite Series (Sri Anjani)
Multiple Integral
Single Variable (Higher Order Derivatives)
Successive Differentiation and LEIBNITZ’S Theorem
Maxima Minima
Maxima Minima (Lagrange's Multiplier)
Successive Differentiation notes
Curvature notes
Functions of Several Variables notes
Mean Value Theorems
Taylor's Theorem
Taylor's Theorem (part 2)
Complex Variables (Sri Anjani)
MATH-II (Anirban)
Fourier Series_Mathematics-2 (MA1201
