For bihomogeneous polynomial systems with a finite projection, new multiplication maps built from an admissible bidegree recover the projection and its Gröbner basis via a generalized FGLM.
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Solving bihomogeneous polynomial systems with a zero-dimensional projection
For bihomogeneous polynomial systems with a finite projection, new multiplication maps built from an admissible bidegree recover the projection and its Gröbner basis via a generalized FGLM.