Full text: The collected mathematical papers of Arthur Cayley, Sc.D., F.R.S., sadlerian professor of pure mathematics in the University of Cambridge (Vol. 7)

479] 
FUNCTION IN THE LUNAR AND PLANETARY THEORIES. 
521 
Terms of third order (concluded): 
(280)<(i .)*(*«') (280 .. 
283) 
(284y(ifl) (iO 4 № • • 
287) 
(288)«(*«)»(*✓)* (288 .. 
289) 
(290mef^ej (290 .. 
299) 
(300)* (b e') rf (300 . . 
309) 
(310)*(|e) 2 (¿<) rf (310 .. 
313) 
(314)* (¿«) (be'frf (314 .. 
317) 
(318)*(*«)V (318 .. 
318) 
(MmeyUe')f (319 .. 
319) 
(320)*(|e) 3 (¿e')V (320 .. 
320) 
(321)*(J«)«(iOV (321 .. 
321) 
(322)*(i«)(i<OV (322 .. 
322) 
(323)* (£ e') 5 V s (323 .. 
323) 
(324)*(i«)*(J«')V (324 .. 
324) 
(325)<(i e )’(i<0*>! ! <326 .. 
325) 
(326)* (| e) ?7 4 (326 .. 
329) 
(330)* (i e') rf (330 . . 
333) 
(334)* (b e ) 2 e') rf (334 .. 
334) 
(335)*(JO (K)V (335 .. 
335) 
L'-®' 
L'-Tl' 
1 
© 
a 
1 
S 
COS 
i 
+ 1 
— i 
- 4 
55 
i 
+ 4 
— i 
- 1 
55 
i 
+ 2 
- i 
- 5 
55 
i 
0 
-i + 2 
+ 1 
55 
i 
+ 1 
-7 + 2 
0 
55 
i 
- 1 
-7+2 
+ 2 
55 
i 
+ 2 
-7+2 
- 1 
55 
i 
0 
-7+2 
- 5 
i 
- 1 
-7 + 2 
- 4 
55 
i 
- 2 
-7 + 2 
- 3 
55 
i 
- 3 
-7 + 2 
- 2 
55 
i 
- 4 
-7+2 
- 1 
55 
i 
- 5 
-7 + 2 
0 
55 
i 
- 2 
-7+2 
+ 3 
55 
i 
+ 3 
-7 + 2 
- 2 
55 
i 
0 
— 7 + 4 
- 1 
55 
i 
-1 
-7 + 4 
0 
5 5 
i 
+1 
— 7 + 4 
- 2 
55 
i 
- 2 
— 7 + 4 
+ 1 
Terms of fourth order: terms of order 6, and of same argument. 
L'-®' 
L'-n' 
L-® 
z-n 
(336)* (ley 
(336 . . 
339) 
cos 
7 
0 
— 7 
+ 4 
(340)*(|e) 3 (JO 
(340 . . 
343) 
55 
7 
+ 1 
— 7 
+ 3 
(344)*ae) 2 (i<0 2 
(344 . . 
347) 
55 
7 
+ 2 
— 7 
+ 2 
(348)*(ie) (be')* 
(348 . . 
351) 
55 
7 
+ 3 
— 7 
+ 1 
(352f(bey 
(352 . . 
355) 
55 
7 
+ 4 
— 7 
0 
(356Y (bey (be') 
(356 . . 
356) 
55 
7 
+ 1 
- 7 
- 5 
(357Y (be) (be') 6 
(357 .. 
357) 
55 
7 
+ 5 
- 7 — 1 
0 
C. VII. 
66
	        
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