OBJECTIVE: To observe the effect of "Yang-warming and kidney essence-replenishing" herbal paste on cold-related asthma exacerbation. METHODS: One hundred and fifty one patients with moderate to severe persis...OBJECTIVE: To observe the effect of "Yang-warming and kidney essence-replenishing" herbal paste on cold-related asthma exacerbation. METHODS: One hundred and fifty one patients with moderate to severe persistent asthma were randomly divided into a treatment group (n=74) and a control group (n=69). Both groups were given basic treatment according to the Global Initiative for Asthma scheme. The treatment group was also treated with herbal paste in the winter. The frequency of asthma exacerbation, cold and cold-re-lated asthma exacerbation, scores of the asthma control test (ACT), and kidney-deficiency syndrome during the one-year follow-up in each group were recorded. RESULTS: Compared with the control group, the onset frequencies of catching cold, asthma exacerbation, cold-related asthma exacerbation, and kidney-deficiency syndrome score were significantly reduced. There was no significant difference in scores of ACT between the two groups. CONCLUSION: "Yang-warming and kidney essence-replenishing" herbal paste could reduce cold-related asthma exacerbation.展开更多
The authors explore a class of jump type Cahn-Hilliard equations with fractional noises. The jump component is described by a (pure jump) Lévy space-time white noise. A fixed point scheme is used to investigate t...The authors explore a class of jump type Cahn-Hilliard equations with fractional noises. The jump component is described by a (pure jump) Lévy space-time white noise. A fixed point scheme is used to investigate the existence of a unique local mild solution under some appropriate assumptions on coefficients.展开更多
The authors are concerned with a class of one-dimensional stochastic Anderson models with double-parameter fractional noises,whose differential operators are fractional.A unique solution for the model in some appropri...The authors are concerned with a class of one-dimensional stochastic Anderson models with double-parameter fractional noises,whose differential operators are fractional.A unique solution for the model in some appropriate Hilbert space is constructed.Moreover,the Lyapunov exponent of the solution is estimated,and its Hlder continuity is studied.On the other hand,the absolute continuity of the solution is also discussed.展开更多
文摘OBJECTIVE: To observe the effect of "Yang-warming and kidney essence-replenishing" herbal paste on cold-related asthma exacerbation. METHODS: One hundred and fifty one patients with moderate to severe persistent asthma were randomly divided into a treatment group (n=74) and a control group (n=69). Both groups were given basic treatment according to the Global Initiative for Asthma scheme. The treatment group was also treated with herbal paste in the winter. The frequency of asthma exacerbation, cold and cold-re-lated asthma exacerbation, scores of the asthma control test (ACT), and kidney-deficiency syndrome during the one-year follow-up in each group were recorded. RESULTS: Compared with the control group, the onset frequencies of catching cold, asthma exacerbation, cold-related asthma exacerbation, and kidney-deficiency syndrome score were significantly reduced. There was no significant difference in scores of ACT between the two groups. CONCLUSION: "Yang-warming and kidney essence-replenishing" herbal paste could reduce cold-related asthma exacerbation.
基金supported by the National Natural Science Foundation of China (No. 10871103)the LPMC at Nankai University.
文摘The authors explore a class of jump type Cahn-Hilliard equations with fractional noises. The jump component is described by a (pure jump) Lévy space-time white noise. A fixed point scheme is used to investigate the existence of a unique local mild solution under some appropriate assumptions on coefficients.
基金supported by the National Natural Science Foundation of China (No. 10871103)
文摘The authors are concerned with a class of one-dimensional stochastic Anderson models with double-parameter fractional noises,whose differential operators are fractional.A unique solution for the model in some appropriate Hilbert space is constructed.Moreover,the Lyapunov exponent of the solution is estimated,and its Hlder continuity is studied.On the other hand,the absolute continuity of the solution is also discussed.
