Yezhou Yi

collaborators

2 papers

math.AP2024

Dynamics for the corotational energy-critical wave map equation with quantized blow-up rates

Ze Li, Yezhou Yi, Lifeng Zhao

We consider the wave maps from $R^{1 + 2}$ into $S^{2} \subset R^{3} .$ Under an additional assumption of $k$ -corotational symmetry, the problem reduces to the o…

math.AP2021

Stable blow-up solutions for the $S O (d)$ -equivariant supercritical Yang-Mills heat flow

Yezhou Yi

We consider the $S O (d)$ -equivariant Yang-Mills heat flow \begin{equation*} \partial_t u-\partial_r^2 u-\frac{(d-3)}{r}\partial_r u+\frac{(d-2)}{r^2}u(1-u)(2-u)=0 \end{equation*} in…

Dynamics for the corotational energy-critical wave map equation with quantized blow-up rates

Stable blow-up solutions for the SO(d)-equivariant supercritical Yang-Mills heat flow

Stable blow-up solutions for the $S O (d)$ -equivariant supercritical Yang-Mills heat flow