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Lecture 27 : Iterative Methods for Solving Linear Algebraic Equations, by Sachin C. Patwardhan

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Lecture 27, by B.N. Rao

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Lecture 28 : Iterative Methods for Solving Linear Algebraic Equations: Convergence Analysis Using Eigenvalues, by Sachin C. Patwardhan

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Lecture 28, by B.N. Rao

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Lecture 29 :Iterative Methods for Solving Linear Algebraic Equations: Convergence Analysis Using Matrix Norms, by Sachin C. Patwardhan

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Lecture 29, by B.N. Rao

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Lecture 3 : Basic Dimension and Sub-Space of a Vector Space, by Sachin C. Patwardhan

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Lecture 3, by B.N. Rao

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Lecture 30 : Iterative Methods for Solving Linear Algebraic Equations: Convergence Analysis Using Matrix Norms (Contd.), by Sachin C. Patwardhan

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Lecture 30, by B.N. Rao

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Lecture 31 : Cognition & Emotion-I, by Ark Verma

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Lecture 31 : Iterative Methods for Solving Linear Algebraic Equations: Convergence Analysis (Contd.), by Sachin C. Patwardhan

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Lecture 31, by B.N. Rao

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Lecture 32 :Optimization Based Methods for Solving Linear Algebraic Equations: Gradient Method, by Sachin C. Patwardhan

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Lecture 32, by B.N. Rao

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Lecture 33 : Conjugate Gradient Method, Matrix Conditioning and Solutions of Linear Algebraic Equations, by Sachin C. Patwardhan

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Lecture 33, by B.N. Rao

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Lecture 34 : Matrix Conditioning and Solutions and Linear Algebraic Equations (Contd.), by Sachin C. Patwardhan

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Lecture 34, by B.N. Rao

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Lecture 35 : Matrix Conditioning (Contd.) and Solving Nonlinear Algebraic Equations, by Sachin C. Patwardhan

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Lecture 35, by B.N. Rao

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Lecture 36 : Solving Nonlinear Algebraic Equations: Wegstein Method and Variants of Newton’s Method, by Sachin C. Patwardhan

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Lecture 36, by B.N. Rao

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Lecture 37 : Solving Nonlinear Algebraic Equations: Optimization Based Methods, by Sachin C. Patwardhan

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Lecture 37, by B.N. Rao

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Lecture 38 : Solving Nonlinear Algebraic Equations: Introduction to Convergence Analysis of Iterative Solution Techniques, by Sachin C. Patwardhan

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Lecture 38, by B.N. Rao

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Lecture 39 : Solving Nonlinear Algebraic Equations: Introduction to Convergence Analysis (Contd.) and Solving ODE-Ivps, by Sachin C. Patwardhan

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Lecture 39, by B.N. Rao

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Lecture 4 : Introduction to Normed Vector Spaces, by Sachin C. Patwardhan

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Lecture 4, by B.N. Rao

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Lecture 40 :Solving Ordinary Differential Equations-Initial Value Problems (ODE-Ivps) : Basic Concepts, by Sachin C. Patwardhan

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Lecture 40, by B.N. Rao

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Lecture 41 :Solving Ordinary Differential Equations-Initial Value Problems (ODE-Ivps) : Runge Kutta Methods, by Sachin C. Patwardhan

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Lecture 42 :Solving ODE-Ivps : Runge Kutta Methods (contd.) and Multi-Step Methods, by Sachin C. Patwardhan

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Lecture 43 :Solving ODE-Ivps : Generalized Formulation of Multi-Step Methods, by Sachin C. Patwardhan

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Lecture 44 : Solving ODE-Ivps : Multi-Step Methods (contd.) and Orthogonal Collocations Method, by Sachin C. Patwardhan

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Lecture 45 : Solving ODE-Ivps: Selection of Integration Interval and Convergence Analysis of Solution Schemes, by Sachin C. Patwardhan

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Lecture 46 : Solving ODE-Ivps: Convergence Analysis of Solution Schemes (contd.), by Sachin C. Patwardhan

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Lecture 47 :Solving ODE-Ivps: Convergence Analysis of Solution Schemes (contd.) and Solving ODE-BVP Using Single Shooting Method, by Sachin C. Patwardhan

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Lecture 48 : Methods for Solving System of Differential Algebraic Equations, by Sachin C. Patwardhan

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Lecture 49 : Methods for Solving System of Differential Algebraic Equations (contd.) and Concluding Remarks, by Sachin C. Patwardhan

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Lecture 5, by B.N. Rao

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Lecture 6 : Introduction to Inner Product Spaces, by Sachin C. Patwardhan

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Lecture 6, by B.N. Rao

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Lecture 7 : Cauchy Schwaz Inequality and Orthogonal Sets, by Sachin C. Patwardhan

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Lecture 7, by B.N. Rao

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Lecture 8 : Gram-Schmidt Process and Generation of Orthogonal Sets, by Sachin C. Patwardhan

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Lecture 8, by B.N. Rao

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Lecture 9 : Problem Discretization Using Appropriation Theory, by Sachin C. Patwardhan

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