Ingénierie Informatique (Academic Year 2020/2021) - Ingegneria Informatica (ad esaurimento)

Mathematical Methods

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Leçon n.1: Functions of Several Variables: Limits and Continuity
Leçon n.2: Partial Derivatives
Leçon n.3: Functions of Several Variables: maxima e minima
Leçon n.4: Lagrange’s Method of Undetermined multipliers
Leçon n.5: Functions of Several Variables: gradient
Leçon n.6: The concept and related properties of Divergence
Leçon n.7: Directional derivative
Leçon n.8: Tangent plane and normal plane
Leçon n.9: Double integral: introduction
Leçon n.10: Double integral in Polar form
Leçon n.11: Double integral: Change of Order of Integration
Leçon n.12: Double integral: Change of variable form Cartesian to polar
Leçon n.13: The computation of the area
Leçon n.14: The computation of Volume of Solid by Rotation of an Area
Leçon n.15: Triple integral: introduction
Leçon n.16: Line Integral
Leçon n.17: Surface Integral
Leçon n.18: Volume integral
Leçon n.19: The Green’s theorem
Leçon n.20: Stoke’s Theorem and Gauss’s Theorem
Leçon n.21: Differential Equation: introduction
Leçon n.22: Ordinary Differential equation: introduction
Leçon n.23: Homogeneous Differential Equation
Leçon n.24: Non-Homogeneous Differential Equation
Leçon n.25: Linear Differential Equations of The First Order
Leçon n.26: Exact Differential Equation
Leçon n.27: The integrating factor
Leçon n.28: First Order Non-Linear Differential Equations
Leçon n.29: Differential Equation of Higher Order With Constant Coefficients
Leçon n.30: Differential Equation: particular integral