Let x be an algebraic number of degree n(x) over Q, and let m(x) be the degree of the field generated by x and its conjugates over Q. Clearly n <= m <= n!. Is there a term which means any of the following? “An algebraic number satisfying m(x)=n(x)” “An algebraic number satisfying m(x)=n(x)!” “An algebraic number with n(x)<m(x)<n(x)!” — JS Sent from my iPhone