Results The rate of clinical efficiency was 39.29%,48.21% and 55.36% respectively after treatment of the first,second and third course. No obvious adverse effects were observed during the course of therapy.

2. Two sequences of antisense oligonucleotides targeting to KGFR mRNA (ASODN1, ASODN2) and one sequence of sense oligonucleotides (SODN) as control were designed and synthesized, cationic liposomes agent was used to conduct these oligonucleotides transfecting HaCaT cells, and laser confocal microscopy was employed to measure the transfecting efficiency.

After trial Aa group had higher significantly cure and efficiency rate than Ab group, they were 56.62%, 95.65% versus 20.83%, 66.67% correspondingly(P<0.05).

RESULTS: the efficiency of these two drugs for genital herpes was 92.86% and 86.67% respectively. There was no obvious difference (\%P\%>0.05), but cost effectiveness analysis had statistical significance, cost of the latter was lower.

Results total efficiency of treatment team is 94.0%, total efficiency of compared team is 86.7%. Treatment team is more worked than compared team, and the use time is less.

Results The cure rates were 75%, 51% and 10% in the DPC conditioned medium group, the triamcinolone group and the control group respectively, the total effective rates were 97%, 72% and 30% respectively. Both the cure rate and the total effective rate of the DPC conditioned medium group were higher than those in the triamcinolone group and the control group(P<0.05).

Results 95(79.2%)cases healed completely well,12(10% )cases had marked effect, 8(6.6%)cases had effect,5(4.2%) cases without effect, and the total cure rate was 95.8%.

Results The rate of clinical efficiency was 39.29%,48.21% and 55.36% respectively after treatment of the first,second and third course. No obvious adverse effects were observed during the course of therapy.

RESULTS: the efficiency of these two drugs for genital herpes was 92.86% and 86.67% respectively. There was no obvious difference (\%P\%>0.05), but cost effectiveness analysis had statistical significance, cost of the latter was lower.

The rate of efficacy in Group I was 97.4％ and 93.1％ in Group Ⅱ, no significat difference in the efficiency(X=0.108,P>0.005),statistically between the two groups.

haemorrhagia rate and wound healing were compared. Results:Statisticd difference was found in the efficiency. recurrence rate and haemorrhagia rate between electric ion group and operating group,while the rate of poor wound healing in electric ion group was higher than that in combined group.

Furthermore, they are compared with respect to accuracy and efficiency with other methods to approximate canonical windows associated with Gabor frames.

Transfersomes were prepared by reverse phase evaporation method and they were evaluated for shape, size, entrapment efficiency and deformability index.

Transfersomal formulation with optimal concentration of Soya phosphatidylcholine (SPC) and sodium deoxycholate (85:15 w/w) showed entrapment efficiency of 39.8±0.032 and deformability index of 16.4.

In this paper, the theory of major efficiency for multiobjective programming is established.

We further illustrate how to use these inequalities to determine the lower bound of relative efficiency of the parameter estimate in linear model.

Transfersomal formulation with optimal concentration of Soya phosphatidylcholine (SPC) and sodium deoxycholate (85:15 w/w) showed entrapment efficiency of 39.8±0.032 and deformability index of 16.4.

We further illustrate how to use these inequalities to determine the lower bound of relative efficiency of the parameter estimate in linear model.

Computational experience show the efficiency of the proposed method.

An efficiency of this method is demonstrated on some equations, which include Burgers-Huxley equation, Caudrey-Dodd-Gibbon-Kawada equation, generalized Benjamin-Bona-Mahony equation and generalized Fisher equation.

Statistical and numerical computations show the efficiency of the methods.

We show that the rate of convergence for this reconstruction algorithm is geometric and computable in advance.

Finally, we consider the effect on the rate of convergence of not sampling enough local maxima.

We show that the rate of convergence for this reconstruction algorithm is geometric and computable in advance.

Finally, we consider the effect on the rate of convergence of not sampling enough local maxima.

For compactly supported gm, n (FIR filter banks) we prove an exponential rate of convergence and derive explicit expressions for the involved constants.

Computational results are presented to show the efficiency and the robustness of these heuristics.

Computational experience show the efficiency of the proposed method.

Statistical and numerical computations show the efficiency of the methods.

In this paper, a quadrature-free scheme of spline method for two-dimensional Navier-Stokes equation is derived, which can dramatically improve the efficiency of spline method for fluid problems proposed by Lai and Wenston (2004).

A small simulation is carried out to evidence the efficiency of the approach proposed in the paper.