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Lecture 24 : Skewness and Kurtosis, by Shalabh

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Lecture 24 : Sufficiency-II, by Somesh Kumar

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Lecture 24: Actual and Risk-Neutral Probabilities, Markov Process, American Options, by N. Selvaraju

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Lecture 24: Area of Plane Region, by Hari Shankar Mahato

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Lecture 24: Parseval’s Theorem and its Applications, by A. Goswami

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Lecture 24: Strings-Display and Formatting, Print and Format Functions, by Shalabh

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Lecture 24: Transport Equations for Electrokinetics, Part-II, by Somnath Bhattacharyya

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Lecture 25 : Beta & Gamma Function, by Jitendra Kumar

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Lecture 25 : Dedekind-Artin Theorem, by Dilip P. Patil

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Lecture 25 : Dimension of a Vector Space, by Prof.Sourav Mukhopadhyay

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Lecture 25 : Numerical Function of Polynomial Type, by Dilip P. Patil

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Lecture 25 : Orthonormal Basis, Geometry in R^2 I, by Prof.Inder Kumar Rana

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Lecture 25 : Strings-Display and Formatting, Print and Format with Concatenate, by Shalabh

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Lecture 25 : Sufficiency and Information-I, by Somesh Kumar

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Lecture 25 : Univariate and Bivariate Scatter Plots, by Shalabh

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Lecture 25: Area of Plane Region (Contd.), by Hari Shankar Mahato

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

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Lecture 25: Electric Double Layer, by Somnath Bhattacharyya

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Lecture 25: General Probability Spaces, Expectations, Change of Measure, by N. Selvaraju

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Lecture 26 : Beta & Gamma Function (Cont.), by Jitendra Kumar

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Lecture 26 : Galois Extension, by Dilip P. Patil

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Lecture 26 : Hilbert-Samuel Polynomial of a Local Ring, by Dilip P. Patil

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Lecture 26 : Orthonormal Basis, Geometry in R^2 II, by Prof.Inder Kumar Rana

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Lecture 26 : Smooth Scatter Plots, by Shalabh

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Lecture 26 : Strings-Display and Formatting, Paste Function, by Shalabh

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Lecture 26 : Sufficiency and Information-II, by Somesh Kumar

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Lecture 26 :Rectification, by Hari Shankar Mahato

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Lecture 26: Complement of Subspace, by Prof.Sourav Mukhopadhyay

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Lecture 26: Electroosmotic Flow (EOF) of Ionized Fluid, by Somnath Bhattacharyya

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Lecture 26: Filtrations, Independence, Conditional Expectations, by N. Selvaraju

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Lecture 26: Fourier Integral Representation, by A. Goswami

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Lecture 27 : Differentiation under Integral Sign, by Jitendra Kumar

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Lecture 27 : Examples of Galois Extension, by Dilip P. Patil

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Lecture 27 : Filtration on a Module, by Dilip P. Patil

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Lecture 27 : Minimal Sufficiency, Completeness-I, by Somesh Kumar

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Lecture 27 : Orthonormal Basis, Geometry in R^2 III, by Prof.Inder Kumar Rana

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Lecture 27 : Quantile-Quantile and Three Dimensional Plots, by Shalabh

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Lecture 27 : Rectification (Contd.), by Hari Shankar Mahato

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Lecture 27 : Strings-Display and Formatting, Splitting, by Shalabh

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Lecture 27: Brownian Motion and its Properties, by N. Selvaraju

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Lecture 27: EOF in Micro-Channel, by Somnath Bhattacharyya

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

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Lecture 27: Linear Transformation, by Prof.Sourav Mukhopadhyay

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Lecture 28 : Artin-Rees Lemma, by Dilip P. Patil

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Lecture 28 : Correlation Coefficient, by Shalabh

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Lecture 28 : Double Integrals, by Jitendra Kumar

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Lecture 28 : Examples of Automorphism Groups, by Dilip P. Patil

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Lecture 28 : Isometries, Eigenvalues and Eigenvectors I, by Prof.Inder Kumar Rana

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Lecture 28 : Minimal Sufficiency, Completeness-II, by Somesh Kumar

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Lecture 28 : Strings-Display and Formatting, Replacement_ Manipulations _Alphabets, by Shalabh

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