1) sphericallysmmetric solutions
球对解解
2) Radial solution
球对称解
1.
Following Jiaquan Liu,Yuxia Guo and Yajing Zhang,we show that for a > 0,there exists a positive radial solution of the polyharmonic system with u(0) = a for thesupercritical case:(-△)mu = vp,u > 0(-△)mv = uq,v > 0 在Rn中,where m 1 is a positive integer,n > 2m,p +1 1+q +1 1 n-n 2m.
在这篇文章里,我们证明了对任意的a>0,下面多重调和方程组在超临界的情形下存在球对称解满足u(0)=a:(-△)mu=vp,u>0(-△)mv=uq,v>0在Rn中,其中m 1为正整数,n>2m,p+1 1+q+1 1 n-n 2m。
3) spherically symmetric interior solution
球对称内解
4) aingular (radial) solutions
(球对称)奇解
5) global spherically symmetric smooth solution
整体球对称解
6) sphere decoding
球解码
1.
Focusing on the high sphere decoding(SD) complexity of vertical Bell labs layered space-time(VBLAST),a novel adaptive modulation(AM) algorithm based on partial feedback is proposed.
针对垂直分层空时码球解码算法复杂度高的问题,提出了一种新的基于部分信息反馈的自适应调制算法。
补充资料：解解
1.戟多貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条