96-98] Stability 97 



98. We proceed next to the three equations (261). On comparison of 

 equations (256) and (258) it is found that the values of b l5 & 2 , & 3 are of the 

 forms 



in which Si, S 2 , S 3 are quantities which do not depend on p, (j, t, S. The values 

 of S a and 8 2 are as follows : 



^ = f ^7-3 [* (13J A 2 a 2 + 2J AB/3 + 2lACa 7 + f B 2 /3 2 4- J BC/3 7 + f C 2 7 2 ) 

 Jo tin. 



- 1 J A (Z/c + 2ap) - JB (ra* 4- a? + ftp) - iC (m/e + py + ra) 

 a 3 + f\B 3 /3 3 + A C V + 6 T 9 6 A 2 Ba 2 /S + 6 T 9 ?T A 2 Ca 2 7 



If AC 2 a 7 2 + 1| ABCa/3 7 + f\B 2 C^ 2 7 + T % BC 2 /9 7 2 ] d\ 



/CO 

 3 ^ 2 [ 6 T%A 3 a 



|AB (Lj3 + 2^a) + |AC (Z 7 + 2??ia) + ISC (/a + m^ + ny)] d\ 



B* (^ + 2/3 9 ) H- T ^C 2 (N K + 2 7 r) 

 f AC (mic+ yp + ar) + JBC (^ 



- f A (n* + ag + ftp) - f B (if 4- 20q) - JC (/* + yq 

 4- 5|A 2 Ba/3~ + l|A 2 Ca/9 7 



|ABC/3 2 7 ] dX 



+ HAB (i/a+ 2w/9) + |AC (/a -f m/3 + wy) + f BC (My + 

 J AZB [ ^ A2 (ZA: + 2a ^ + T 8 ff BS (^ + 2/ty) + -ftC 2 (^ + 2 7 r) 



+ | A B (n/c + a^ + /3p ) + 1 AC (m/c + 7 p + ar ) + J B C (/A: + yq + j3r)] d\ 



J. C. 



