探讨改革开放与精神文明建设的关系

来源 :新闻记者 | 被引量 : 0次 | 上传用户:chen19881220
下载到本地 , 更方便阅读
声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架
论文部分内容阅读
《羊城晚报》在五月二十八日开始,在《求是》副刊开展了改革、开放与精神文明建设关系问题的讨论。这几年来,改革、开放促进了生产的发展,给经济建设带来了全面繁荣,这是大家公认的事实。但对精神文明建设的作用如何,看法就不一致了。有的认为:改革、开放使经济搞活了,但思想却搞乱了,物质生产上去了,而精神文明却下来了,甚至把社会上出现的不正之 The “Yangcheng Evening News” started on May 28 and launched a discussion on the relationship between reform and opening up and the construction of spiritual civilization in the “Qiu Shi” supplement. In recent years, it is generally acknowledged that reform and opening up have promoted the development of production and brought about a full-scale boom in economic construction. However, the role of spiritual civilization, how the views are not the same. Some think: Reform and opening up revitalize the economy, but the idea is disorganized, material production goes up, spiritual civilization is down, and even malpractices in society
其他文献
Consider the Cauchy problem for a wave equation on R2:utt-△u =|u|P-1u.In 1981 Glassey gave a guess to a critical value p(2) =1/2(3+√17): when p>p(2) there may
Liouville-type theorems for a class of semilinear elliptic systems are considered via the method of moving spheres.
请下载后查看,本文暂不支持在线获取查看简介。 Please download to view, this article does not support online access to view profile.
赤峰市郊区引进日本甜菜纸筒育秧栽培技术,在河南营子乡种植50亩,获得了明显的增产效果,据测产,亩产可达5吨以上,创造了当地有史以来甜菜单产的最高纪录,比同等地块、同样管
The problem of the existence of time-periodic flows in infinite cylindrical pipes in correspondence to any given, time-periodic, total flux, was solved only qui
A Pohozaev-Rellich type identity for the p-sub-Laplacian on groups of Heisenberg type, G, is given. A Carleman estimate for the sub-Laplacian on G is establishe
In this paper, we obtain some linear estimates, trilinear estimates.Through these estimates , we prove the local wellposeness of modified Korteweg-de Vries equa
Let Xj, j = 1,…, k, be first order smooth quasi-homogeneous vector fields on Rn with the property that the dimension of the Lie algebra generated by these vect
In the paper, the existence and uniqueness of the generalized global solution and the classical global solution of the initial boundary value problems for the n
The aim of this paper is to study Morrey regularity of the solution to the Dirichlet problem for second order elliptic equation of the form Lu = -(aijux + bju)x