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criticality for nonlinear wave equations on manifolds

On $\mathbb{R}^{1+n}$, the initial value problem for the homogeneous wave equation $$ \Box \phi = \partial_t^2 \phi - \Delta_{\mathbb{R}^n} \phi = 0, \\ (\phi, \partial_t \phi)|_{t=0} = (\phi_0, \phi_ …
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2 votes
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69 views

On Selberg-Tesfahun's null form estimates for Maxwell-Klein-Gordon equations

In the 2010 paper https://arxiv.org/pdf/1001.5373.pdf Selberg & Tesfahun prove finite-energy well posedness for the Maxwell-Klein-Gordon system in Lorenz gauge, that is if the equations on $\mathbb{R} …
onamoonlessnight's user avatar
2 votes
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Maxwell-Klein-Gordon energy estimates in Klainerman and Machedon's 1994 paper

In the 1994 paper On the Maxwell-Klein-Gordon Equation with Finite Energy of Klainerman and Machedon, the proof of Proposition 1.1 contains the following statement. For $\phi$ (the scalar field of) a …
onamoonlessnight's user avatar