Sentence Examples


  • Then if j, J be the original and transformed forms of an invariant J= (a1)wj, w being the weight of the invariant.
  • Operation upon J results as follows D AA J = wJ; D A J=0; D �A J =0;D �� J = wJ.
  • Now D A xA k = (n - k) A k; A� A k = k A?1; D �A A k = (n - k) A k+1;D m� A k = kA k; (n - k)A ka - w Ak - 1 aA k = O; a _ J (n - k) A k +l A k = O; kA k Ak = wJ; equations which are valid when X 1, X 2, � 1, �2 have arbitrary values, and therefore when the values are such that J =j, A k =ak� Hence °a-do +(n -1)71 (a2aa-+...
  • = wj, aa 1 aa 2 a a 3 the complete system of equations satisfied by an invariant.
 
 

Words near wj in the dictionary