Acta Scientiarum Universitatis Pekiniensis (Naturalum)

m1 a REL SOK 24

§ 5. AR Be at ae 0<p <2 HE BE 5-1. 3=L(S, VB —Bit pom Bot ica EE! (S,) > 6.95 log DL, 3£4; S,= Bo+ (1 log DL) ++ itp. aE.

S |Sy= ARS

F(s)=¥ L +C,0,logD(|#|+1).

EN Ay AERA T, BE] Cy <4.05, 51EB 5-2. 8 f,(S)= Do) bplogp-p-S, BIA | f,(S,)| >0.8log DL,

p>(VL)* air. | > Pri (n) +| > Pp TSP <6.1 log DL, n=p"* tee px(WL)? oe

a>2 : ke | fi: (S1)| > (6.95-6.1) log DL>0.8 log DL, B]H2 5-3. # C,)=1,200, n= (132 log DL)-, By p>(uL)*1 pee pean ak. i) AS8—Fe 5] BB 1-3 en ayRER. Bg 5-4. ge i—p~* <(80,,)1, 4 p<(DL)% tt, #% L(S, 4) MEA po=1—a,+ iT >=, Z= (DL)* Bue

1 m*>—., (DLy<mK(DLy C10 mE G(Z) ak. pH 5|ER 5-2 2 5.3 7B ) log p 5° 2 > EU lee Dio yee eo ey sy. (DLY¥<p<(DL)%w P - p>(WLy» (DLY<pK(DLYw =P “(p)=1 X(p)=-1 eek ¢ DL —p oe DE- eg DL = alee DE, FA He Te pt>a y 9 ny aes <(DL) or ITS X(p)=1 5 | SFE § 6. At

gin) = DO, W->y ae,

1<n<(DLy ™