... give - J0 e -hvn 1/zv dFn (v) = (27r )-' x- (1 + 9C 11 h) (13 4.2) Since r=n -2 x, the substitution of (13 4.2) into (13 4.1) gives x3 1-Fn (x) _ (2~) -2 x -1 e -2 x exp ~,[2KI x x n2 n2 x (1+Bn -2 )(1+Bh)+6p ... (z, t) d- , l Izn-ina - '/2/P (n) zo+ina - '/2/P1(n) En (Z, t) dZ 12 = - 2761 in" - '/z/p j (n) zo - in a- '/2/P1(n) E n (z, t) dz , I3 = 27z i and E n (z, , t) -in•C-'/2/pl(n) -e (X2 -x1)vn'/2 ... , and Sn =S§+Yn Then n > np implies that one of the events `rJ ~r n n p-2 i n p-2 ' occurs, and by (13 1) P(Xj >, np -2 ) < C exp {-( np-2)4a/(2a+1)} and P(Y >' np -2 ) < e - n , n so that 1-Fn...