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Lecture 05: Taylor Polynomial and Taylor Series, by Jitendra Kumar

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Lecture 06 : Objectives, Steps and Basic Definitions, by Shalabh

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Lecture 06: Equivalence Relation, by Prof.Sourav Mukhopadhyay

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Lecture 06: Examples (Contd.), by Hari Shankar Mahato

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Lecture 06: Explanation of Properties of Laplace Transform Using Examples, by A. Goswami

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Lecture 06: Green’S Theorem, by Jitendra Kumar

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Lecture 06: Limit of Functions of Two Variables, by Jitendra Kumar

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Lecture 06: Solutions of Linear Parabolic, Hyperbolic and Elliptic PDEs with Finite Domain by Eigen Function Expansions (Contd.), by Somnath Bhattacharyya

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Lecture 07 : Variables and Types of Data, by Shalabh

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Lecture 07-Basics Calculations: Matrix Operations, by Shalabh

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Lecture 07: Green’s Function for BVP and Dirichlet Problem, by Somnath Bhattacharyya

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Lecture 07: Laplace Transform of Periodic Function, by A. Goswami

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Lecture 07: Mapping, by Prof.Sourav Mukhopadhyay

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Lecture 07: Reduction Formula, by Hari Shankar Mahato

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Lecture 07: Surface Integral – I, by Jitendra Kumar

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Lecture 07:Evaluation of Limit of Functions of Two Variables, by Jitendra Kumar

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Lecture 08 : Absolute Frequency, Relative Frequency and Frequency Distribution, by Shalabh

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Lecture 08: Continuity of Functions of Two Variables, by Jitendra Kumar

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Lecture 08: Green’s Function for BVP and Dirichlet Problem (Contd.), by Somnath Bhattacharyya

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Lecture 08: Laplace Transform of some Special Functions, by A. Goswami

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Lecture 08: Permutation, by Prof.Sourav Mukhopadhyay

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Lecture 08: Reduction Formula (Contd.), by Hari Shankar Mahato

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Lecture 08: Surface Integral – II, by Jitendra Kumar

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Lecture 09 : Frequency Distribution and Cumulative Distribution Function, by Shalabh

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Lecture 09-Basic Calculations: Missing Data and Logical Operators, by Shalabh

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Lecture 09: Binary Composition, by Prof.Sourav Mukhopadhyay

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Lecture 09: Error Function, Dirac Delta Function and their Laplace Transform, by A. Goswami

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Lecture 09: Improper Integral, by Hari Shankar Mahato

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Lecture 09: Numerical Techniques for IVP; Shooting Method for BVP, by Somnath Bhattacharyya

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Lecture 09: Partial Derivatives of Functions of Two Variables, by Jitendra Kumar

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Lecture 09: Stokes’ Theorem, by Jitendra Kumar

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Lecture 1 : Historical Perspectives, by Dilip P. Patil

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Lecture 1 : Introduction I, by Prof.Inder Kumar Rana

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Lecture 1 : Introduction to Integral Transform and Laplace Transform, by A. Goswami

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Lecture 1 : Partition, Riemann Intergrability and one Example, by Hari Shankar Mahato

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Lecture 1 : Zariski Topology and K-Spectrum, by Dilip P. Patil

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Lecture 1-About Computers, by Mahendra Verma

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Lecture 1: Interest Rates and Present Value, by N. Selvaraju

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Lecture 1: Introduction and Motivation-I, by Somesh Kumar

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Lecture 1: Introduction to Financial Markets and Bonds, by N. Selvaraju

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Lecture 1: Preliminary Concepts: Fluid Kinematics, Stress, Strain, by Somnath Bhattacharyya

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Lecture 1: The Turbulence Problem, by Mahendra Verma

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Lecture 10 : Bar Diagrams, by Shalabh

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Lecture 10 : Gauss’S Theorem (Uniqueness of Factorization), by Dilip P. Patil

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Lecture 10 : Modules of Finite Length, by Dilip P. Patil

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Lecture 10 : Solvability of a Linear System, Linear Span, Basis I, by Prof.Inder Kumar Rana

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Lecture 10-Basic Calculations: Logical Operators, by Shalabh

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Lecture 10-Interpolation II: 2D, Splines, by Mahendra Verma

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Lecture 10: Bessel Function and its Laplace Transform, by A. Goswami

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Lecture 10: Divergence Theorem, by Jitendra Kumar

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