The Nikolskii type inequality for cardinal splines $$||s||_{p(R)} \leqslant 2(1 + 4\pi )2^{1 - \tfrac{q}{p}} \left( {\frac{\pi }{h}} \right)^{\tfrac{1}{q} - \tfrac{1}{p}} ||s||_{ q(R)} ,0 < q < p \leqslant \inft...The Nikolskii type inequality for cardinal splines $$||s||_{p(R)} \leqslant 2(1 + 4\pi )2^{1 - \tfrac{q}{p}} \left( {\frac{\pi }{h}} \right)^{\tfrac{1}{q} - \tfrac{1}{p}} ||s||_{ q(R)} ,0 < q < p \leqslant \infty $$ is proved, which is exact in the sense of order, where ∈ ? m,h , and ? m,k is the space of cardinal splines with nodes $$\left\{ {jh + \frac{1}{2}(m - 1)h} \right\}_{j \in z} $$展开更多
In order to stody the effect of a traditional Chinese medical treating method (StrengtheningBody Resistance Method) on asthma attack, asthmatic patients of either Cold type or Heat type were dividedinto two groups and...In order to stody the effect of a traditional Chinese medical treating method (StrengtheningBody Resistance Method) on asthma attack, asthmatic patients of either Cold type or Heat type were dividedinto two groups and treated with tlie Chinese methods ' Zhibiao' I symptomatic treatments, as the controlgroup) and 'Biaoben Jianzhi' (treating both the secondary and principal aspects of a disease, as the testgroup) respectively. The results showed tliat the markedly effective rates were higher in ttie two ' BiaobenJianzhi' groups than that in the two 'Zhibiao' groups. After treatment, the changeS of one second forced ex-piratory volume (FEV1) and the peak expiratory flow of patients of the former were also greater than those otthe latter; the proportion of cells carrying human leukocyte antigen class II(HLA-DR+ cell) , the baSOphiliccoll releasing capacity I HBR) and the T coll hyperplasia resporise to specific allergens of patients of the'Biaoben Jianzhi' groiJps were all redced while those of the 'Zhibiao' groiJps chafiged little. These resultssuggested that the 'Strengthening Body Resistaiice method' played an important role in regulating immunityfor relieving asthma attack.展开更多
文摘The Nikolskii type inequality for cardinal splines $$||s||_{p(R)} \leqslant 2(1 + 4\pi )2^{1 - \tfrac{q}{p}} \left( {\frac{\pi }{h}} \right)^{\tfrac{1}{q} - \tfrac{1}{p}} ||s||_{ q(R)} ,0 < q < p \leqslant \infty $$ is proved, which is exact in the sense of order, where ∈ ? m,h , and ? m,k is the space of cardinal splines with nodes $$\left\{ {jh + \frac{1}{2}(m - 1)h} \right\}_{j \in z} $$
文摘In order to stody the effect of a traditional Chinese medical treating method (StrengtheningBody Resistance Method) on asthma attack, asthmatic patients of either Cold type or Heat type were dividedinto two groups and treated with tlie Chinese methods ' Zhibiao' I symptomatic treatments, as the controlgroup) and 'Biaoben Jianzhi' (treating both the secondary and principal aspects of a disease, as the testgroup) respectively. The results showed tliat the markedly effective rates were higher in ttie two ' BiaobenJianzhi' groups than that in the two 'Zhibiao' groups. After treatment, the changeS of one second forced ex-piratory volume (FEV1) and the peak expiratory flow of patients of the former were also greater than those otthe latter; the proportion of cells carrying human leukocyte antigen class II(HLA-DR+ cell) , the baSOphiliccoll releasing capacity I HBR) and the T coll hyperplasia resporise to specific allergens of patients of the'Biaoben Jianzhi' groiJps were all redced while those of the 'Zhibiao' groiJps chafiged little. These resultssuggested that the 'Strengthening Body Resistaiice method' played an important role in regulating immunityfor relieving asthma attack.
