Full text: [Allgemeine Analysis] Theoria combinationis observationum erroribus minimis obnoxiae (3. Band)

416 
NACHLASS. 
* 
erit vero 
Pep — a 8 { i+ C 7r~^ij ( 1 + («5»Z~55gji ) ( 1 + ^ ) 
Qcp = (1- 
iss 
(et 7 * + eri 11 ) 
Simili modo positis 
(1- 
(ei~ 4~ e~ì n ) 2 
)(!■ 
4 5« 
(«1® + e“! 7 *) 2 
05 
a = — 
P 9 
q 9 
rii 4SS \ f i 455 N /4 
6 1 («w + «-»)«/ V 1 (««»^,-MjiJ i 1 ( 
455 
- (i+ 
4 55 
erit 
(et 7 * — e"! 7 *) 2 ' v ' (et 7 * — e"® 7 *) 2 
cos lemnco = — 
?<P 
i*« 1 e -3ny 
iss'. 
— Y(14 ii£__A 
A ' Tel 7 *— e-f 7 * 1 » 2 ' 1 ^(el 7 * —e"! 7 *) 2 '' 
[5.] 
y/2. P(cpH--i-ffi) = ^cp 
\/ 2 . Q (cp -j- ^ cs) = q cp 
P(9 + 4®) = —\/2.P ? 
?(9 + 4®) = y^2. Qcp 
Pi<pw = ie n Wp cp© 
Q«cpa> = e+'Qcf© 
jo z cp cs = q cp © 
^¿cp© = op cö 
[werden die an einem andern Orte untersuchten Reihen Seite 405 d. B. 
TO 0 8 0 ( p 9 + • • 
t-ö4fö' c P 8- 1~ • • 
4 
9 ■«V 9° 
1 + tV 9 4 • 
1 — 499“ -z-V? 4 — • • • 
1 + 499 — + 9 4 + • 
resp. mit $9, £}cp, pcp, qcp bezeichnet, so ist:] 
^ß<p® = © pep© 
Opöi = Qcp© qcp cd 
e ilz ^p cp co 
<?cp©
	        
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