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Fourier Series, by P.N. Agarwal

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Variational Problems with Moving Boundaries; One Sided Variation, by P.N. Agarwal

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Boolean Algebra-II, by P.N. Agarwal

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Lecture 42:Initial and Final Value Theorem for Z-Transforms, by P.N. Agarwal

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Assignment Problem-I, by P.N. Agarwal

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Fredholm Integral Equations with Symmetric Kernels: Properties of Eigenvalues and Eigenfunctions, by P.N. Agarwal

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Calculus of Variations: Introduction, by P.N. Agarwal

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

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Solution of Integral Equations by Successive Approximations, by P.N. Agarwal

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Lecture 2:Methods for Finding Particular Integral for Second-Order Linear Differential Equations with Constant Coefficients-I, by P.N. Agarwal

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Discrete Fourier Transforms-I, by P.N. Agarwal

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Lecture 49:Fourier Series of even and Odd Functions, by P.N. Agarwal

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Complex Integration, by P.N. Agarwal

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Isomorphic and Homeomorphic Graphs, by P.N. Agarwal

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Green Function for Non-Homogeneous Boundary Value Problem, by P.N. Agarwal

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Lecture 28:Properties of Laplace Transforms-III, by P.N. Agarwal

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Predicates and Quantifiers-II, by P.N. Agarwal

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Morera’s Theorem, Liouville’s Theorem and Fundamental Theorem of Algebra, by P.N. Agarwal

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Testing of Hypotheses-I, by P.N. Agarwal

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Language and Grammers-III, by P.N. Agarwal

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Representation of Graphs, by P.N. Agarwal

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Brachistochrone Problem and Euler Equation-I, by P.N. Agarwal

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Lattices-III, by P.N. Agarwal

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Variational Derivative and Invariance of Euler’s Equation, by P.N. Agarwal

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Conformal Mapping from Half Plane to Disk and Half Plane to Half Plane-I, by P.N. Agarwal

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Fourier Integral and Fourier Transforms, by P.N. Agarwal

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Application to Queuing Theory and Reliability Theory, by P.N. Agarwal

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Lecture15:Methods for Finding Particular Integral for Higher-Order Linear Differential Equations, by P.N. Agarwal

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Lecture 40:Properties of Z-Transforms-I, by P.N. Agarwal

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Variational Problem with a Movable Boundary for a Functional Dependent on Two Functions, by P.N. Agarwal

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