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Tangency principle in backwards light cones for the relativistic heat equation
Let $U_T$ be the spacetime domain, let $U_{(x,t)}$ be the backwards light cone of $(x,t)\in U_T$ , and let $\widetilde{Q}$ be the spatial operator in the relativistic heat equation.…
Conjectureopenmaximum-principles parabolic-pde relativistic-heat-equationarXiv posted 2 days ago
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Strong maximum and minimum principle in backwards light cones
Let $U_T$ be the spacetime domain, let $U_{(x,t)}$ denote the backwards light cone … and let $\widetilde{Q}$ be the spatial operator in the relativistic heat equation. Strong maxim…
Conjectureopenmaximum-principles parabolic-pde relativistic-heat-equationarXiv posted 2 days ago

Tangency principle in backwards light cones for the relativistic heat equation