补子 meaning in Chinese

mandarin square

Let wj is the orthogonal complement of vj in vj + 1 , if the integer translates of a set of functions form an orthonormal basis of w0 , then are called a set of orthogonal multiwavelets
相应地，在中的正交补子空间由r重多小波，， ( )的整平移构成。
In addition , we characterize the structure of a group g through considering its some complemented subgroups " exisence and generalize two theorems , which are proved in [ 1 ] and [ 2 ] , to a formation
另外，从g的一些补子群的存在来刻划群g的结构，将文[ 1 ] [ 2 ]中的两个定理推广到群系( formation ) 。