Berechnung der allgemeinen Storungen benachbarter Planeten. 75 

 P 3 il ( w _l._w_l) = P aA [n-l.-n-l]-(n + l)nP s . 1 [n.-n-l] + 0? + * )2 ^ 2 P 1A [ n + l.-n- 



+ (n + l)f.iP 2A [n— 2 — n— !]— ^ ? "*" ^ P 1A [n— 1 — n— 

 + i Po.iin.-n-l] 



P 3A (n-3.-n-l) = P s . 1 [n-3.-n-l]-(n + l)^iP 2A [n-2.-n-l] + ^-^-V- P lA [n-\.-n- 

 _^^P >.-n_l] 



P 2 . 2 (w + 2.-n + 2) = P 2 . 2 [n + 2,_rc + 2] + (n-2) ftP^n + 1 ._« + 2] + (w P . 2 [w.-*2 + 2] 



P 2 . 2 (n.-w + 2) = P 2 . g [w._» + 2] -(»-2),uP 1 . 2 [»+l._« + 2]_ ( "~^^ r P . 2 [»._w + 2] 



+(n-2)fiP 1 . 2 [n-l.-^n+2] 

 P 22 {n -2.-n + 2) - P 2 . 2 [«_2.-w + 2]_(»_2) pPj j[n_l._n + 2] + [ ~ ; ' P . 2 K-w + 2] 



P 2-2 (rcf2 — n) = P 2t2 [n + 2 — n] + n;iP u2 [n + l — n] + — ~- P . 2 [rc — n] 



P 22 {n — n) = P 2m2 [n — n] —nfiP^n+1 — n] — P . 2 [ n — n ] 



+ nnP 12 [n—l n] 



9 9 



n ix" 



P 2 . 2 (w— 2 — n) = P 2 , 2 [n—2.—n] —nftP lm2 [n—l — n] + —^— P _ 2 [n — n] 



P 2 . 2 (w+2._ra_2)=P 2 . 2 [ra+2._w-2] + [n+2}fiP u2 [n + l._n-2] + 1 J * P . 2 [ M ._w_2] 



P 2<2 (w._w_2) =P 2 . 2 [rc'.-w_2] -(n+ 2)juP 1 . a [» + l._w_2]_ ( n + 2)V P 2 [»._%_2] 



+(w+2)juP U2 [tt— 1 n— 2] 



P 2 . 2 (w_2.-w_2)^P 2 , 2 [w_2._w_2]_(»+2)/»P 1 . 2 [n-l.-w_2]+ (" + 2 )W P . 2 [w._«._2] 



Pi. 3 (» + 1 . -ra + 3) = P li8 [w + 1 . - n + 3] + (n -3)[iP . s [n.-n + 3] 

 P 1 . 3 (n-l.-n + 3) = P us [n-l.-n + 3]-(?i-3)(iP 0w5 [n.-n + 3] 

 P 1 . 3 (n+l.-n+l)=P 1 . a [n+l.-n + l] + (n-l)pP 0i3 [n.-n + 1] 

 Pi.3(w-l.-w + l) = P 1 . 3 [w-l.-« + l]-(?i-l) l uP i3 [?i.-n + l] 



