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)

467] 
371 
467. 
EXPEESSIONS FOE PLANA’S e, y IN TEEMS OF THE ELLIPTIC e, y. 
[From the Monthly Notices of the Royal Astronomical Society, vol. xxv. (1864—1860), 
pp. 265—271.] 
The coefficient of sin cnt in Plana’s expression for the true longitude v (see 
Plana, t. 1. p. 574), putting therein E' = e = e!, that is, neglecting the terms which 
depend on the variation of the solar excentricity, is 
= e 
+ e 3 
+ <? 5 
+ e 7 
+ ef 
+ 
+ ë'f 
+ ef 
+ e 3 7 4 
+ ef 
( 9 4- 3 _ 75 m 3 _ 6659, m 4 _ 4884375 
V L -T 2 m ^4 ni 2 5o 36ÏÏ64 
(_ 1 _l7 m 2_319 5 m 3_45 T 3_5_9^7 m 4) 
( &+m> 2 ) 
( 5921 N 
\1612B0/ 
(“ 2 - If m ‘ Z + W(f + “Iff 1 W4 ) 
( H-m™ + 1 ffPm 2 ) 
(- tH) 
(- S + Ml m + IM! ™ 2 ) 
(HM) 
( _ ■&) 
w 5 _ 65756819 
147456 
m 6 ) 
+ ee‘ (<- V + I =)-9m» + (-^“ + -W=)-^m> 
+(- tof -m=)~ to#* «*) 
+ ((- i||§i - ¥ =) - afM 1 ™ ! ) 
+ «V ( ( TO - HI =) + ™ ! ) 
+ ee" ( ( « - 2 §F=>- W ™ ! ) 
+ e& 4 (— A 3 / 1 m2 ) 
+ ee' ! 6*(- ft )• 
47—2
	        
Waiting...

Note to user

Dear user,

In response to current developments in the web technology used by the Goobi viewer, the software no longer supports your browser.

Please use one of the following browsers to display this page correctly.

Thank you.