New posts in partial-differential-equations

Conceptual difference between strong and weak formulations

Why Do We Care About Hölder Continuity?

Proof of the Gauss-Green Theorem

Sobolev embedding for $W^{1,\infty}$?

Inviscid Burgers' equation with sinusoidal initial data

Could you recommend some classic textbooks on ordinary/partial differential equation?

Why are $L^p$-spaces so ubiquitous?

Counterexample of Sobolev Embedding Theorem?

Why does separation of variable gives the general solution to a PDE

PDE - solution with power series

Why do odd dimensions and even dimensions behave differently?

Heat equation with time dependent boundary conditions?

$\left\{\begin{matrix} x^2 x'=\sin^2(x^3-3t) \\ x(0)=1 \end{matrix}\right.$

What are all the generalizations needed to pass from finite dimensional linear algebra with matrices to fourier series and pdes?

What is the difference between Finite Difference Methods, Finite Element Methods and Finite Volume Methods for solving PDEs?

What is the idea behind Green's function? What does it do?

Lax-Wendroff method for linear advection - Stability analysis

Should I understand a theorem's proof before using the theorem?

Method of characteristics. Small question about initial conditions.

$(d_2/\sigma) = (1-d_1)$ in Black-Scholes model