【摘 要】
：
加快建立覆盖全社会的公共文化服务体系是维护好、实现好、发展好人民群众基本文化权益的主要途径,文化馆要让更多的群众享受政府提供的公共文化服务,为构建社会主义和谐社会
论文部分内容阅读
加快建立覆盖全社会的公共文化服务体系是维护好、实现好、发展好人民群众基本文化权益的主要途径,文化馆要让更多的群众享受政府提供的公共文化服务,为构建社会主义和谐社会发挥更大作用。文章从“抓好三个建设,为群众文化活动开展提供保障;以节庆文化带动农村文化的发展;抓创作打造文艺精品,以优秀的作品鼓舞人;组织各种展览活动,为文化经济发展创造新的平台;抓好非遗工作,让文明薪火在我们手中传承。”五个方面阐述了文化馆的责能,有理有据,特色鲜明。
To speed up the establishment of a public cultural service system that covers the whole society is the main way to safeguard and realize well the basic cultural rights of the people. The cultural center should allow more people to enjoy the public cultural services provided by the government and give play to the construction of a harmonious socialist society Greater effect. Articles from the “three” do a good job in the construction of mass cultural activities to provide protection; to festivals and culture to promote the development of rural culture; creative creation of literary and artistic creation, with outstanding works inspire people; organize various exhibitions for the cultural and economic development Create a new platform; do a good job of non-heritage work, so that the civilization of the torch in our hands. “” Five aspects of the cultural centers of responsibility, well-founded, distinctive features.
其他文献
We study the structure of the generalized 2-dim affine-Virasoro algebra,and describe its automorphism group.Furthermore,we also determine the irreducibility of
Let F,N,A and N2 denote the properties of being finite,nilpotent,abelian and nilpotent of classes at most 2,respectively.Firstly we consider the class of finite
In this paper,we find Haal-Shirshov type bases for free pre-Lie algebras.We show that Segal’s basis of a free pre-Lie algebra is a type of these bases.We give
For each finite group E,let (O)(E) be a binary relation on the set of all subgroups of E.If A and B are subgroups of a finite group G,then we say that the pair
Let R be a ring and let H be a subgroup of a finite group G.We consider the weak global dimension,cotorsion dimension and weak Gorenstein global dimension of th
《秃头歌女》是尤奈斯库的处女作,也是一部极为著名的荒诞戏剧。本文通过对情节的断裂处理,突出《秃头歌女》反传统的先锋基础;同时强调对语言的异化,从而加深戏剧的荒诞主题
本文首先介绍了黎族非物质文化遗产保护存在的问题,之后提出了关于黎族非物质文化遗产保护的相关对策,主要包括:明确工作职责,加强非物质文化遗产管理人才队伍建设;优化管理
We introduce a new class of semigroups called strict abundant semigroups,which are concordant semigroups and subdirect products of completely (J)*-simple abunda
Let D be an integral domain with quotient field K,(D) be the integral closure of D in K,and D[w]be the w-integral closure of D in K;so (D) (C) D[w],and equality
芒草被认为是一种极具发展前景的纤维素类能源植物。它是一类具根状茎的多年生C4植物，起源于亚洲的热带和亚热带地区，具有生物产量大、养分需求低、水分利用效率高和种植成本较