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Lecture 6: Calculus of residues (Part IV)
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Lecture 19: Solution of a System of Linear Algebraic Equations-Part-9
Lecture 22: Theorems of Eigenvalues and Eigenfunction
Lecture 14: Chi – square r. v., sums of independent normal r. v., Conditional distr
Lecture 8: Mod-06 Lec-08 Finite, Infinite, Countable and Uncountable Sets of Real Numbers
Lecture 45: Proof: log a + log b = log ab
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Lecture 25: Numerical optimization : Region elimination techniques
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Lecture 12: Gauss 2-point Rule: Construction
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Lecture 25: Mod-07 Lec-25 Ordinary Differential Equations (initial value problems) Part 1
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Lecture 21: Mod-01 Lec-22 External Field Induced Membrane Separation Processes
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Lecture 21: Optimization with constraints
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Lecture 30: Mod-03 Lec-30 Introduction to Fourier Transform
Lecture 37: Beam Splitter
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Lecture 15: Properties of measurable functions
Lecture 37: Convex Optimization
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