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1)  Bloch type spaces Bα
Bloch型空间Bα
1.
In this paper,we give a necessary and sufficient condition for weighted composition operators Cu,φ to be boundedness on Bloch type spaces Bα.
本文给出了加权复合算子Cu,φ在Bloch型空间Bα上有界的充分必要条件,推广了前人的一些结果。
2.
By analyzing the properties of Bloch type spaces Bα,we give a necessary and sufficient condition for generalized composition operators Tφ,g to be bounded betwwen Bloch type spaces Bα.
通过研究Bloch型空间Bα的一些性质,给出了广义复合算子Tφ,g在Bloch型空间Bα(0<α<∞)上有界的充要条件。
2)  α-Bloch spaces Bα
α-Bloch空间Bα
3)  Bloch type space
Bloch型空间
1.
In this paper,the necessary and sufficient conditions are given for the composition operator C_φ to be bounded or compact from Bloch type spaces β~p to β~q for all 0<p<∞and 0<q<∞on the unit ball of C~n.
对所有的0<p,q<∞,本文得到了C~n中超球上Bloch型空间β~p与β~q之间的复合算子C_为有界算子和紧算子的充要条件,同时获得了几个推论。
2.
In this paper, the author characterizes the pointwise multiplier from the space R(q,s) to the generalized Bloch type space β μon the unit ball B of C n.
设μ是一个正规函数,本文刻划了Cn中单位球B上R(q,s)空间和广义Bloch型空间βμ之间的点乘子。
3.
A kind of equivalent characterization of Bloch type space on the unit ball B of C n was given.
得到了Cn中单位上Bloch型空间的一种等价刻划。
4)  Bloch-type space
Bloch型空间
1.
A discussion on compactness conditions of composition operator between Bloch-type spaces in the polydisc
多圆柱上Bloch型空间之间复合算子紧性条件的有关讨论
2.
We characterize the boundary and compactness of the extended Cesàro operator Lg from the weighted Bergman space Apa(φ) to Bloch-type space βμ, where g is a given holomorphic function in the unit ball of Cn, φ, μ are both normal functions and Lg is defined by Lgf(z) =∫10g(tz)f(tz)dt/t.
给定单位球B上的解析函数g,刻划了从加权Bergman空间到Bloch型空间及小Bloch型空间的广义Cesàro算子Lg的有界性和紧性特征。
3.
This paper discusses the pointwise multipliers between weighted Bergman spaces A~p_α and Bloch-type spaces β~q in the unit ball of C~n.
在Cn中单位球上讨论了加权Bergman空间Aαp和Bloch型空间βq之间的点乘子。
5)  Bloch-type spaces
Bloch型空间
1.
This paper characterizes the boundedness and compactness of the extended Cesaro operators Tφ on the Bloch-type spaces Bω ( resp.
对区间[0,1)上给定的的正规权函数ω和单位圆盘D上的全纯函数Ψ,本文刻画了Bloch型空间Bω及小Bloch型空间Bω,0上广义Cesaro算子TΨ的有界性和紧性。
6)  B_α spaces
Bα空间
1.
The approximational problem of Kantorovich operators was studied in B_α spaces by using a smooth modulus with weight function,and the direct theorem of strong type and converse theorem of weak type were established,so that the equivalent characterizing theorem of the operators was obtained.
以带权函数的光滑模为工具,研究了Bα空间中Kantorovich算子逼近的强型正定理和弱型逆定理,进而得到了其等价刻划定理。
2.
A weighted approximation of Bernstein-Durrmeyer polynomials in B_α spaces is studied, and the direct theorem of strong type and converse theorem of weak type are obtained.
研究了Bα空间中Bernstein Durrmeyer多项式的加权逼近,得到了强型正定理和弱型逆定理,从而导出了逼近的特征定理。
3.
By introducing smooth modulus with weighted function, and with the help of the equivalence between smooth modulus and K-functional, the problem of the weighted approximation for Sikkema-Kantorovich operators in B_α spaces is studied, then the direct theorem of strong type is obtained.
通过引入带权函数的光滑模,借助光滑模K泛函的等价性,研究了Sikkema Kantorovich算子在Bα空间的加权逼近,得到了逼近的强型正定理。
补充资料:α,α,α,α',α',α'-六氯对二甲苯
分子式:C8H4Cl6
分子量:312.84
CAS号:68-36-0

性质:白色针状或粉末状结晶。熔点108-110℃。溶于二甲苯、石油醚、乙醇、植物油,不溶于水。无味,有特殊臭味,遇光、碱会缓慢分解而呈酸性。

制备方法:以混二甲苯为原料,先用98%硫酸磺化,使间二甲苯生成间二甲苯磺酸盐。从磺化反应物中分离出含邻、对二甲苯的油层,水洗、干燥,减压蒸馏出邻、对二甲苯。间二甲苯磺酸盐经水解可得副产品间二甲苯。由邻、对二甲苯经氯化即得1,4-双(三氯甲基)苯:在反应锅中投入邻、对二甲苯,再加入过氧化苯甲酰和三乙醇胺。加热到70℃后,在光照射下导入氯气,于70-80℃反应6h,再升温至100-120℃继续反应,至反应液相对密度达到1.560-1.580(65℃),即为反应终点,停止通氯,减压脱除余氯。降温至5℃,过滤,洗涤得粗品,重结晶,活性炭脱色得成品。

用途:抗血吸虫病药物。对肝吸虫病、阿米巴原虫病、疟疾以及肠道线虫有一定疗效。但对神经系统的不良反应较多见,且延迟反应持续较久。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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