is one of the third order, and so on.
When we substitute for these indices all possible arrangements of the numbers from
to
, where
represents the
dimensions of our continuum, we obtain thereby the various components of our tensors.
is one of the third order, and so on.
When we substitute for these indices all possible arrangements of the numbers from
to
, where
represents the
dimensions of our continuum, we obtain thereby the various components of our tensors.