Sentence Examples


  • Now they could find what really satisfies them and do that.
  • +P=n1, j+k+...+T =n3, It will also be a covariant if the symbolic product be factorizable into portions each of which satisfies these conditions.
  • It has been shown above that a covariant, in general, satisfies four partial differential equations.
  • Operating with 5l-xidxlwe find S2C 0 =o; that is to say, C ° satisfies one of the two partial differential equations satisfied by an invariant.
  • This suggests that we should write; la as a l l3; and we find that the use of fractional indices in this way satisfies the laws of integral indices.