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Lecture 32: Fourier Transform of Derivative and Integral of a Function, by A. Goswami

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Lecture 49: Constrained Optimization, by A. Goswami

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Lecture 17: Problems on Sensitivity Analysis, by A. Goswami

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Lecture 27: Introduction to Fourier Transform, by A. Goswami

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Lecture 47: Constrained NLP 2, by A. Goswami

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Lecture 8:Introduction to BIG-M Method, by A. Goswami

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Lecture 37 : Region Elimination Technique-2, by A. Goswami

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Lecture 36: Parseval’s Identity and its Application, by A. Goswami

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Lecture 42 : Solution of Integral Equations Using Fourier Transform, by A. Goswami

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Lecture 60: Evaluation of Z-Transform of some Functions, by A. Goswami

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Lecture 18: Introduction to Duality Theory-I, by A. Goswami

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Lecture 29 :, by A. Goswami

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Lecture 36 : Region Elimination Technique-1, by A. Goswami

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Lecture 32: Graphical Solution of NLP, by A. Goswami

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Lecture 31: Change of Scale and Modulation Properties of Fourier Transform, by A. Goswami

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Lecture 33: Types of NLP, by A. Goswami

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Lecture 11: Two Phase Method: Introduction, by A. Goswami

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Lecture 25: Complex Form of Fourier Series, by A. Goswami

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Lecture 14: Evaluation of Integrals Using Laplace Transform, by A. Goswami

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Lecture 26 :, by A. Goswami

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Lecture 48: Constrained Optimization, by A. Goswami

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

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Lecture 43 : Unconstrained Optimization, by A. Goswami

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Lecture 42 : Multivariate Unconstrained Optimization-2, by A. Goswami

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Lecture 53: Feasible Direction, by A. Goswami

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Lecture 56: Examples of Mellin Transform-I, by A. Goswami

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Lecture 40: Applications of Fourier Transform to Ordinary Differential Equations-I, by A. Goswami

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Lecture 4 : Laplace Transform of Derivatives and Integration of a Function-I, by A. Goswami

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Lecture 21: Examples on Dual Simplex Method, by A. Goswami

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Lecture 40 : Unconstrained Optimization, by A. Goswami

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