VAS grades of sufentanil group at 1 h,2 h,4 h points after operations was significantly lower than fentanyl group and remifentanil group(P<0.05). 12 h point was the peak,no statistic variance after 8 h;
The incidences of postoperative complications of the three groups were 31.7%, 29.5% and 24.4%, respectively, with no significant difference among them.
The survival rates in the group I and the group II were comparable to those in the group III, however, the recurrences of postoperative fatal variceal bleeding in group I and group II were significantly lower than those in group III.
The postoperative complications due to CTGA (23.7%) were not significantly different from those due to KHA (25.7%) (P = 0.420).
The aim of this retrospective study was to understand the role of IAH as an independent risk factor for ARF in the early postoperative period.
Hemodynamic variations were recorded in the first three postoperative days between group ARF and group NO-ARF.
From 1999 to 2002, a randomized control trial (RCT) was performed on 40 patients to compare their immune function after operation.
From 1994 to 2004, another RCT was carried out on 28 patients to compare the portal dynamics through three-dimensional dynamic contrast enhanced MR angiography (3D DEC MRA) investigation after operation.
In the CTGA and KHA groups, the mortalities at one month after operation (M1m) were 17.9% and 18.3%, respectively, while the mortalities at three months after operation (M3m) were 19.4% and 19.4%, respectively (P>amp;gt;0.05).
All patients' conditions were improved after operation.
Serum alanine aminotransferase (ALT) of all patients one week after operation was significantly lower than that before operation.
The operation adj on matrices arises from the (n - 1)st exterior power functor on modules; the analogous factorization question for matrix constructions arising from other functors is raised, as are several other questions.
The operation number of the stable doubleLR algorithm for normative matrices is only four sevenths of the rationalQR algorithm for real symmetric tridiagonal matrices.
Two-operation homomorphic perfect sharing schemes over rings
Two-operation homomorphic sharing schemes were introduced by Frankel and Desmedt.
They have proved that if the set of keys is a Boolean algebra or a finite field, then there does not exist a two-operation homomorphic sharing scheme.