11月1日-3日,由中国硅酸盐学会和中国建筑材料科学研究总院主办、武汉理工大学承办的第九届国际水泥混凝土会议（The 9th International Symposium on Cement＆Concrete）在武汉成功举行。大会学委会主席、中国建材总院院长姚燕,武汉理...11月1日-3日,由中国硅酸盐学会和中国建筑材料科学研究总院主办、武汉理工大学承办的第九届国际水泥混凝土会议（The 9th International Symposium on Cement＆Concrete）在武汉成功举行。大会学委会主席、中国建材总院院长姚燕,武汉理工大学副校长陈文,中国硅酸盐学会理事长徐永模,武汉市市委常委、副市长李有祥等嘉宾出席了本次会议,并为大会致辞。展开更多
It provides the boundary proof of the maximal operator on Lipschitz space. i.e.,if f ∈Lip α(R n) (0<α<1) and inf x∈R nM(f)(x) <∞, then almost every x∈R n has M(f)(x) <∞ and exists a constant C indep...It provides the boundary proof of the maximal operator on Lipschitz space. i.e.,if f ∈Lip α(R n) (0<α<1) and inf x∈R nM(f)(x) <∞, then almost every x∈R n has M(f)(x) <∞ and exists a constant C independent of f and x ,such that ‖M(f)‖ ∧ α ≤C‖f‖ ∧ α .展开更多
There have been a great many of studies on the pointed representations of fi- nite-dimensional sanple Lie algebras.cf.[1][2]etc.In this paper we give a new proof of an impottant Lemma,and from this we derive our main ...There have been a great many of studies on the pointed representations of fi- nite-dimensional sanple Lie algebras.cf.[1][2]etc.In this paper we give a new proof of an impottant Lemma,and from this we derive our main result:Irreducible pointed modules of finite -dimesional simple Lie algebras are all Harish-Chandra modules.展开更多
In this paper we discuss the weak type(IP,I)boundedness of a class of maximal operators T and themaximal strong,mean boundedness of a family of the operators {T on the atomic IP spaces on compaet Lie groups.Also,we ob...In this paper we discuss the weak type(IP,I)boundedness of a class of maximal operators T and themaximal strong,mean boundedness of a family of the operators {T on the atomic IP spaces on compaet Lie groups.Also,we obtain the correspoding convergent rosults.展开更多
文摘11月1日-3日,由中国硅酸盐学会和中国建筑材料科学研究总院主办、武汉理工大学承办的第九届国际水泥混凝土会议（The 9th International Symposium on Cement＆Concrete）在武汉成功举行。大会学委会主席、中国建材总院院长姚燕,武汉理工大学副校长陈文,中国硅酸盐学会理事长徐永模,武汉市市委常委、副市长李有祥等嘉宾出席了本次会议,并为大会致辞。
文摘It provides the boundary proof of the maximal operator on Lipschitz space. i.e.,if f ∈Lip α(R n) (0<α<1) and inf x∈R nM(f)(x) <∞, then almost every x∈R n has M(f)(x) <∞ and exists a constant C independent of f and x ,such that ‖M(f)‖ ∧ α ≤C‖f‖ ∧ α .
文摘There have been a great many of studies on the pointed representations of fi- nite-dimensional sanple Lie algebras.cf.[1][2]etc.In this paper we give a new proof of an impottant Lemma,and from this we derive our main result:Irreducible pointed modules of finite -dimesional simple Lie algebras are all Harish-Chandra modules.
文摘In this paper we discuss the weak type(IP,I)boundedness of a class of maximal operators T and themaximal strong,mean boundedness of a family of the operators {T on the atomic IP spaces on compaet Lie groups.Also,we obtain the correspoding convergent rosults.
