Full text: Théorie générale des orbites absolues (Tome 1)

Première Partie. Livre II. 
221 
I Z_ y/ Tp5i(7r'— /") f in(v—u>') y' // i(n + 5—v)V 
• 128 V C Z -' // —re—5,—n—o + v 0 
I 21 y / 7 fi— SUtc'~ F)+in(v— tt)')V ri i(n—3—v)V 
128 V ° w+3,—«+3 + 1 /^ 
I il y,' 7 / ,3i(ir’-/")+w(«-(»') y ri 0 —i(n+ 3 — 1 /)V 
"T” i 2 g V e n_3,—n—3+v e 
I 35 ¿(V— /’')+ân(®—tu') 
Z ri. 
—11+1, —n + l+V 1 
-i(n—1—v)V 
I _3JL yi' V'O’—/")+#»(*—«»') V /7 p—i 
I I2 8 7 c a— 1 ,—n—i+v e 
i(n + l—v)V 
57. L'expression (3) s’écrivant aussi comme il suit: 
(5) = — +7 r,’ y 
I g— is( 7 T— /’)— is'( 7 r'— /”) + i[(n + s)(t>— (DÌ— n(v— iu) + s’(t>' — a>')J 
I ® g -«(s— 2 )(tt— /’)— ìs'(tt' —/'’)+i[(re+s— 2 )(»—ai) —«(»'—ui)+s'(y'—ai')] 
+ 
O g—i(s— 4 )( 7 T—/’)—is'(jr—/”)+i[(n+s—4)(t>—ai)—n(®’—ai)+s'(«'—ai')] 
I . 2 
+ ... 
j g—fs(ir—D—f(s'— 2 )(jr f —/”)+i[(«+s)(«—ai)—a(»'—ai)+(s'— 2 )(t>'—ai')] 
I ^ g—t(s— 2 )(ff—/')—i(s'— 2 )(tt'—/”)+ i[(n+s-r 2 )(®—ai)—n(t)'—<u)+(s'— 2 )(«'—tu')]* 
r I I 
on en tire, en mettant V' au lieu de Y' + U', les formules que voici: 
(6, o, o) 
(6) 1,0) 
pe 
giit(B—y’) __ g— in(v'— ai) U' gi(n+ii)V' 
in(v — v) 
1 y jl' „i(n+l + y)V' 
“ 7 6 /y n + 1 ) «+l + v ( ' 
I 1 ~r)—in(v'—w)'ST //' J(n— l+v)V' 
"T 2 7^ ^‘¡n— l,n— l+v^ 5
	        
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