文件名称:tensor_toolbox_2.2
介绍说明--下载内容均来自于网络,请自行研究使用
多维数组tensor的一些运算代码,可以进行tensor间相乘,tensor与矩阵相乘等,运算很完备-tools used for multi array type tensor, it can be used to multiply tensor or array
(系统自动生成,下载前可以参看下载内容)
下载文件列表
tensor_toolbox_2.2\@ktensor\arrange.m
..................\........\Contents.m
..................\........\datadisp.m
..................\........\disp.m
..................\........\display.m
..................\........\double.m
..................\........\end.m
..................\........\fixsigns.m
..................\........\full.m
..................\........\innerprod.m
..................\........\ktensor.m
..................\........\minus.m
..................\........\mtimes.m
..................\........\mttkrp.m
..................\........\ndims.m
..................\........\norm.m
..................\........\nvecs.m
..................\........\permute.m
..................\........\plus.m
..................\........\size.m
..................\........\subsasgn.m
..................\........\subsref.m
..................\........\times.m
..................\........\ttm.m
..................\........\ttv.m
..................\........\uminus.m
..................\........\uplus.m
..................\.sptenmat\aatx.m
..................\.........\Contents.m
..................\.........\disp.m
..................\.........\display.m
..................\.........\double.m
..................\.........\end.m
..................\.........\full.m
..................\.........\nnz.m
..................\.........\norm.m
..................\.........\size.m
..................\.........\sptenmat.m
..................\.........\subsasgn.m
..................\.........\subsref.m
..................\.........\tsize.m
..................\.........\uminus.m
..................\.........\uplus.m
..................\......sor\and.m
..................\.........\collapse.m
..................\.........\Contents.m
..................\.........\contract.m
..................\.........\ctranspose.m
..................\.........\disp.m
..................\.........\display.m
..................\.........\double.m
..................\.........\elemfun.m
..................\.........\end.m
..................\.........\eq.m
..................\.........\find.m
..................\.........\full.m
..................\.........\ge.m
..................\.........\gt.m
..................\.........\innerprod.m
..................\.........\isequal.m
..................\.........\ldivide.m
..................\.........\le.m
..................\.........\lt.m
..................\.........\minus.m
..................\.........\mldivide.m
..................\.........\mrdivide.m
..................\.........\mtimes.m
..................\.........\mttkrp.m
..................\.........\ndims.m
..................\.........\ne.m
..................\.........\nnz.m
..................\.........\norm.m
..................\.........\not.m
..................\.........\nvecs.m
..................\.........\ones.m
..................\.........\or.m
..................\.........\permute.m
..................\.........\plus.m
..................\.........\.rivate\allsubs.m
..................\.........\.......\extract.m
..................\.........\.......\irenumber.m
..................\.........\.......\renumber.m
..................\.........\.......\subdims.m
..................\.........\rdivide.m
..................\.........\scale.m
..................\.........\size.m
..................\.........\sptensor.m
..................\.........\squeeze.m
..................\.........\subsasgn.m
..................\.........\subsref.m
..................\.........\times.m
..................\.........\transpose.m
..................\.........\ttm.m
..................\.........\ttt.m
..................\.........\ttv.m
..................\.........\uminus.m
..................\.........\uplus.m
..................\.........\xor.m
..................\.tenmat\Contents.m
..................\.......\ctranspose.m
..................\........\Contents.m
..................\........\datadisp.m
..................\........\disp.m
..................\........\display.m
..................\........\double.m
..................\........\end.m
..................\........\fixsigns.m
..................\........\full.m
..................\........\innerprod.m
..................\........\ktensor.m
..................\........\minus.m
..................\........\mtimes.m
..................\........\mttkrp.m
..................\........\ndims.m
..................\........\norm.m
..................\........\nvecs.m
..................\........\permute.m
..................\........\plus.m
..................\........\size.m
..................\........\subsasgn.m
..................\........\subsref.m
..................\........\times.m
..................\........\ttm.m
..................\........\ttv.m
..................\........\uminus.m
..................\........\uplus.m
..................\.sptenmat\aatx.m
..................\.........\Contents.m
..................\.........\disp.m
..................\.........\display.m
..................\.........\double.m
..................\.........\end.m
..................\.........\full.m
..................\.........\nnz.m
..................\.........\norm.m
..................\.........\size.m
..................\.........\sptenmat.m
..................\.........\subsasgn.m
..................\.........\subsref.m
..................\.........\tsize.m
..................\.........\uminus.m
..................\.........\uplus.m
..................\......sor\and.m
..................\.........\collapse.m
..................\.........\Contents.m
..................\.........\contract.m
..................\.........\ctranspose.m
..................\.........\disp.m
..................\.........\display.m
..................\.........\double.m
..................\.........\elemfun.m
..................\.........\end.m
..................\.........\eq.m
..................\.........\find.m
..................\.........\full.m
..................\.........\ge.m
..................\.........\gt.m
..................\.........\innerprod.m
..................\.........\isequal.m
..................\.........\ldivide.m
..................\.........\le.m
..................\.........\lt.m
..................\.........\minus.m
..................\.........\mldivide.m
..................\.........\mrdivide.m
..................\.........\mtimes.m
..................\.........\mttkrp.m
..................\.........\ndims.m
..................\.........\ne.m
..................\.........\nnz.m
..................\.........\norm.m
..................\.........\not.m
..................\.........\nvecs.m
..................\.........\ones.m
..................\.........\or.m
..................\.........\permute.m
..................\.........\plus.m
..................\.........\.rivate\allsubs.m
..................\.........\.......\extract.m
..................\.........\.......\irenumber.m
..................\.........\.......\renumber.m
..................\.........\.......\subdims.m
..................\.........\rdivide.m
..................\.........\scale.m
..................\.........\size.m
..................\.........\sptensor.m
..................\.........\squeeze.m
..................\.........\subsasgn.m
..................\.........\subsref.m
..................\.........\times.m
..................\.........\transpose.m
..................\.........\ttm.m
..................\.........\ttt.m
..................\.........\ttv.m
..................\.........\uminus.m
..................\.........\uplus.m
..................\.........\xor.m
..................\.tenmat\Contents.m
..................\.......\ctranspose.m