Given a Sage matrix A over a polynomial ring S.<q>=QQ[] , I can make it into a Singular matrix via A._singular_(). Call the result AA. I can then do various operations on AA, for example symmetricPower(AA,d). In this case, the default order for the basis of the symmetric power seems to be 'dp', but I would like to change it, say to 'lp'. My question: when I turn a Sage object into a Singular object via ._singular_(), is there an option for specifying term order? If not, can someone suggest a workaround? (In the particular example, a workaround would be to first reverse the basis for A before passing it to Singular. But I'd like something of more general use.)
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