论文标题
$ g（S）BD $中的一般紧凑定理
A general compactness theorem in $G(S)BD$
论文作者
论文摘要
我们给出一个新的，更简单的紧凑性证明，以$ GSBD^p $，$ p> 1 $， 同一作者也有效于$ gbd $（case $ p = 1 $）， 并显示有界序列在去除合适的序列后 分段无限刚性运动的顺序，受固定分区的影响。
We give a new, simpler proof of a compactness result in $GSBD^p$, $p>1$, by the same authors, which is also valid in $GBD$ (the case $p=1$), and shows that bounded sequences converge a.e., after removal of a suitable sequence of piecewise infinitesimal rigid motions, subject to a fixed partition.
