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Invariance of Euler’s Equation and Isoperimetric Problem-I, by P.N. Agarwal

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Transportation Problem-I, by P.N. Agarwal

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Calculus of Variations: Basic Concepts-II, by P.N. Agarwal

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Cauchy Type Integral Equations-V, by P.N. Agarwal

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Lecture 37:Applications of Laplace Transforms-II, by P.N. Agarwal

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Euler Equation: Some Particular Cases, by P.N. Agarwal

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Lecture 2: Linear Dependence, Independence and Wronskian of Functions, by P.N. Agarwal

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Lecture 60:Applications of Fourier Transforms to BVP-III, by P.N. Agarwal

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Variational Problems in Parametric Form, by P.N. Agarwal

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Lecture 14:Solution of Higher-Order Homogenous Linear Differential Equations with Constant Coefficients, by P.N. Agarwal

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Subgraphs and Traversable Multigraphs, by P.N. Agarwal

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Sequences and Series, by P.N. Agarwal

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Variational Problem Involving a Conditional Extremum-II, by P.N. Agarwal

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Partially Ordered Sets-I, by P.N. Agarwal

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Planar Graphs, by P.N. Agarwal

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Lecture 51:Parsevel’s Identity, by P.N. Agarwal

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Lecture 18:Solution of Lagrange’s Equation-II, by P.N. Agarwal

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Lecture 27:Properties of Laplace Transforms-II, by P.N. Agarwal

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Lattices-II, by P.N. Agarwal

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Lecture 43:Convolution Theorem for Z-Transforms, by P.N. Agarwal

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Classical Fredholm Theory: Fredholm first Theorem-I, by P.N. Agarwal

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Lecture 44:Applications of Z-Transforms-I, by P.N. Agarwal

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Big M Method-II (Special Cases), by P.N. Agarwal

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Big-M Method-I, by P.N. Agarwal

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Evaluation of Real Integrals Using Residues-I, by P.N. Agarwal

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Evaluation of Real Integrals Using Residues-II, by P.N. Agarwal

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Lecture 24:Laplace Transforms of some Standard Functions, by P.N. Agarwal

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Calculus of Variations: Basic Concepts-I, by P.N. Agarwal

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Lecture 48:Fourier Series and its Convergence-II, by P.N. Agarwal

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Lattices-V, by P.N. Agarwal

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