commonRing v
i1 : commonRing {1,2/3} o1 = QQ o1 : Ring
i2 : commonRing {1,2.} o2 = RR 53 o2 : RealField
i3 : commonRing {1,2p100,matrix{{3p200}}} o3 = RR 100 o3 : RealField
i4 : R = RR[x];
i5 : commonRing {1,2p100,matrix{{3p200}},0_R} o5 = R o5 : PolynomialRing
The object commonRing is a method function.