General blowup conjecture for the L^2-critical boson star equation
Suppose that u∈C0([0,T);H1/2(R3))u \in C^0([0,T);H^{1/2}(\mathbb{R}^3))u∈C0([0,T);H1/2(R3)) solves the boson star equation with m⩾0m\geqslant 0m⩾0 and blows up at a finite time 0<T<+∞0<T<+\infty0<T<+∞. Let u∗∈L2(R3)u^*\in L^2(\mathbb{R}^3)u∗∈L2(R3)…