PDE 1 | Introduction
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PDE 1 | Introduction
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ODE | Phase diagrams
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ODE | Phase diagrams
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PDE 3 | Transport equation: derivation
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PDE 3 | Transport equation: derivation
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PDE 7 | Wave equation: intuition
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PDE 7 | Wave equation: intuition
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ODE | Population models
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ODE | Population models
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PDE | Finite differences: introduction
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PDE | Finite differences: introduction
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ODE | Initial value problems for second order equations
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ODE | Initial value problems for second order equations
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PDE 4 | Transport equation: general solution
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ODE | Slope fields
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PDE 5 | Method of characteristics
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PDE 6 | Transport with decay and nonlinear transport
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PDE 12 | Wave equation: characteristics
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ODE | Principle of superposition
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PDE 8 | Wave equation: derivation
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ODE | Separating variables example
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PDE 2 | Three fundamental examples
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ODE | Linear versus nonlinear
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ODE | Bifurcation diagrams
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PDE | Heat equation: intuition
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ODE | Existence and uniqueness idea
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PDE 11 | Wave equation: d'Alembert examples
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PDE 10 | Wave equation: d'Alembert's formula
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ODE | A geometric example
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ODE | What is a differential equation?
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PDE 9 | Wave equation: general solution
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PDE 13 | Wave equation: separation of variables
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ODE | Existence and uniqueness example
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ODE | Repeated eigenvalues explanation and example
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Exercise 4 + 5: Commuting (find the matrices B that commute with A)
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FA 2 | Computing Fourier series
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