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Lecture 1: Biology Lecture - 1 - Introduction to Biology
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Lecture 20
Lecture 4: Tutte's theorem on existence of a perfect matching
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Lecture 26: Vector Integral Calculus - Gradient Vector Field p2
Lecture 29: Boundary conditions, splines, gradient and divergence - I
Gases
Variables
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Lecture 4: Iron Storage and Transport - III
Lecture 17: Introduction to Cauchy's Theorem
Lecture 28: Iterative Methods for Solving Linear Algebraic Equations: Convergence Analysis I
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Simple and Compound Machines
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Lecture 30: Paramagnetism of Transition Metal and Rare Earth Ions
Lecture 4: Basic feasible solutions, existence & derivation
Lecture 38: Thermodynamics of oxidation, Ellingham diagram, oxidation kinetics and laws
Lecture 19: Calculus: Derivatives 6
Constellations
Lecture 6: Introduction
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Lecture 31
Lecture 24
Lecture 10: Derivation of Navier-Stokes equation
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