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Lecture 1: Fourier series
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Lecture 8
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Lecture 18
Lecture 2: Introduction, part B
Lecture 32: Managing populations
Lecture 9
Lecture 20: Compound interest and e (part 2)
Lecture 6: Resolution Principles & Application to PROLOG
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Lecture 7: Vector Quantities
Subtracting Decimals
Lecture 5
Circulatory System
Lecture 4: Convex Optimization
Lecture 37: The Cyclic Decomposition Theorem I
Lecture 2: Vector space, Linear independence and dependence, basis
Lecture 18
Lecture 19: Eigenvalue Problem in Continuous Domain
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'Language of Mathematics' Series 10-18
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Lecture 20: Mod-01 Lec-20 Soft Lithography - V
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Lecture 31: Partial derivatives
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