id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
bibechana-13321	Khan, MAA; Hassan, MR; Thapa, RR	Study of the stability of the perturbed solutions of the restricted three body problem	2015	5	.pdf	application/pdf	1240	54	68	Case I: ( )2/w,0o  (i) K-even, m-odd, S*= oC4 K M.A.A. Khan et al./ BIBECHANA 13 (2016) 18-22 : RCOST p.20 (Online Publication: Dec., 2015) m)1(A 2/)1mK(* 11   m)1(A 2/)1mK(* 44   o 2/)1mK(* 14 Cn2 m )1(A    0A* 41  Substituting these values in (3), we get 0m)1(ms2)1(S 221mK2/)1mK(2   m)1(S 2/)1mK(   m Let us change S by   1 1 . (iii) K- odd, m – odd, S* oC4 K 2/)mK( o * 41 2/)mK( C2 1* 14 2/)mK(* 44 * 11 )1(C2A )1(A,)1(n/2A,0A o     Substituting these values in equation (3), we get 0ns2ns2  Whose roots are real.	cache/bibechana-13321.pdf	txt/bibechana-13321.txt