measure spaces 中文意思是什麼
measure spaces
解釋
指與一個測度空間-
In the second chapter we study the properties of the weighted dirichlet - type spaces and composition operators on them. we not only characterize these spaces by taylor series, but also give sufficient and necessary conditions in terms of carleson measure for the boundedness and compactness of composition operator. moreover, we apply the comparability propositions which induced from above sufficient and necessary conditions to discuss the relationships between the compactness of composition operator cv and angular derivative or innerness of the inducing function, and so on
本文討論了一類函數空間相互的包含關系，而對其中的加權dirichlet型空間，不但給出了空間的相互包含關系，並且對它進行了級數刻畫；利用carleson測度，刻畫了加權dirichlet型空間上復合運算元的有界性及緊性，並利用由此得到的比較性命題討論了復合運算元的緊性與角導數，內函數等的關系。 -
Secondly the criteria for that uniformly locally convex point in measure of orlicz spaces equipped with the orlicz norm and luxemberg norm are given in the chapter 2
本文在第二章分別就賦orlicz范數和luxemberg范數給出了依測度一致凸點的判據。 -
The measure is being taken at the initiative of the hkcec s professional private management company, hong kong convention and exhibition centre ( management ) limited ( hml ), and has the full support of its board of directors and the hkcec s owner, the trade development council ( tdc ). all the hkcec s major venues, restaurants and all public spaces including lobbies, foyers and concourses, will become smoke free
這次禁煙措施的落實，是由專責管理會展中心的專業私人管理公司香港會議展覽中心（管理）有限公司（以下簡稱會展管理公司）主動發起，並得到會展管理公司董事局和會展中心的業權擁有者貿易發展局（以下簡稱貿發局）全面支持。 -
The loeb spaces of - finite measure spaces
空間的一點注記 -
Meanwhile we get necessity and sufficient condition for that orlicz spaces equipped with both norms are uniformly locally covex in measure as corollaries
作為推論給出了orlicz空間依測度局部一致凸的判據。
分享友人