On the quasi-linear elliptic PDE \({-\nabla \cdot ( \nabla{u}/ \sqrt{1-| \nabla{u} |^2}) = 4 \pi \sum_k a_k \delta_{s_k}}\) in physics and geometry (Q453345)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On the quasi-linear elliptic PDE \({-\nabla \cdot ( \nabla{u}/ \sqrt{1-| \nabla{u} |^2}) = 4 \pi \sum_k a_k \delta_{s_k}}\) in physics and geometry |
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On the quasi-linear elliptic PDE \({-\nabla \cdot ( \nabla{u}/ \sqrt{1-| \nabla{u} |^2}) = 4 \pi \sum_k a_k \delta_{s_k}}\) in physics and geometry (English)
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19 September 2012
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quasi-linear elliptic partial differential equation of divergence form
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Maxwell-Born-Infeld field equations
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electrostatic field
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Minkowski spacetime
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