# Revision history [back]

When I try this, the error I get is a little more informative:

sage: I2 = I.elimination_ideal([x])
...
TypeError: Cannot call Singular function 'eliminate' with ring parameter of type
'<class 'sage.rings.polynomial.multi_polynomial_ring.MPolynomialRing_polydict_domain'>'


The function eliminte comes from

sage: eliminate = sage.libs.singular.ff.eliminate


which is a wrapper for the Singular function and is supposed to convert Sage's rings to rings that Singular understands . . . however it seems that this wrapper does not understand the _polydict_domain rings. Perhaps one could convert R to a ring that the wrapper does understand (or file this as a bug in the wrapper and fix it). Checking, I see that there is a ring type MPolynomialRing_libsingular, but it only allows base rings from a very small list (like ZZ and finite fields).

Maybe someone who knows more about the Singular interface can help here?