="symktensor_doc.html">Symmetric Kruskal Tensors</a>
% </p>
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% A symmetric Kruskal tensor is a decomposition of a tensor into a sum of
% vector outer products. The symmetric structure means that each term in 
% the summand is the outer product of a single vector with itself $m$ times, 
% where $m$ is the number of modes of the decomposed tensor. This contrasts 
% with a generic <D1_ktensor_doc.html Kruskal tensor>, where each summand 
% is an outer product of m different vectors.  More concisely,