This method creates the interpolation object for use with alembic(); this
is a convenience method, which does basic validation on arguments and ensures
the information used in alembic() to do interpolation is available.
The ... arguments will be provided to fun when it is invoked to
interpolate the tabular "functional" form of arguments to alembic(). If
fun has an argument kind, that parameter will also be passed when
invoking the function; if not, then the input data will be transformed to
\(\{x, z\}\) pairs, such that \(x_{i+1}-x_{i} * z_i = y_i\) - i.e., transforming to
a point value and a functional form which is assumed constant until the next
partition.