@article{Gao:201709,
title = {Full blow-up range for co-rotaional wave maps to surfaces of revolution},
author = {Gao, Can},
journal = {.... 2014},
year = {2014},
abstract = {We construct blow-up solutions of the energy critical wave map equation on $\mathbb{R}^{2+1}\to \mathcal N$ with polynomial blow-up rate ($t^{-1-\nu}$ for blow-up at $t=0$) in the case when $\mathcal N$ is a surface of revolution. Here we extend the blow-up range found by Carstea ($\nu>\frac 12$) based on the work by Krieger, Schlag and Tataru to $\nu>0$. This work relies on and generalizes the recent result of Krieger and the author where the target manifold is chosen as the standard sphere.},
url = {http://infoscience.epfl.ch/record/201709},
}