Tweets on ordinary and partial differential equations from @JohnDCook

Joined March 2013
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Nonlinear Poisson equation: -Δ u = f(u)
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Noether's theorem, and the conservation laws for the Euler equations
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Wave equation: u_tt - Δu = 0
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'The history of transistors is the history of solving Schrödinger's equation in various materials.' -- Leon Lederman
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Laplace's equation was first studied by Laplace around 1780, Stigler's law of eponymy not withstanding.
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Scalar reaction-diffusion equation: u_t - Δu = f(u)
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Schrödinger's equation: i u_t + Δu = 0
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Heat (or diffusion) equation: u_t - Δu = 0
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Laplace's equation: Δu = 0.
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In R^n, Δ u is the sum of the second derivatives of u with respect to each variable.
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Power series solutions for DIFFERENTIAL equations lead to DIFFERENCE equations for the coefficients.
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