List questions from partial-differential-equations

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$\max_{t\in[0,T]}|x(t)|^2 \le |x(0)|^2e^{\int_0^T|y|^2\,\mathrm ds}.$ using gronwall's lemma?

Published on 16 Apr 2018 - 23:00

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Using gronwall's lemma to prove inequalities involving max$x(t)$.

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distributional derivation

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Examples of Log-Lipschitz and nonLog-Lipschitz functions satisfying certain conditions

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The Right Numerical Approach for Non-Linear Diffusion Problems

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Understanding the matrix equation used to solve 2-D Poisson Equation with non-uniform grid

$\max_{t\in[0,T]}|x(t)|^2 \le |x(0)|^2e^{\int_0^T|y|^2\,\mathrm ds}.$ using gronwall's lemma?

Using gronwall's lemma to prove inequalities involving max$x(t)$.

Question for solving the Laplace's equation by finding radial solution

Euler-Poisson-Darboux equation - PDE Evans

Exisence and unicity for Cauchy Problem

distributional derivation

Reference for Laplace and Poisson equation (PDE)

About the solutions of a PDE

Analytical solution of Laplace's equation with robin/third boundary condition

$L^2$ convergence of this wave equations scheme

Prove that the Square of a Harmonic Function is Subharmonic

Examples of Log-Lipschitz and nonLog-Lipschitz functions satisfying certain conditions

Heat Equation with Inequality

The Right Numerical Approach for Non-Linear Diffusion Problems

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