论文部分内容阅读
《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。它的不足之处,也是一个值得探索的论题。
断裂与失足:从《秃头歌女》看尤奈斯库的反戏剧行动
【摘 要】
：
《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
【机 构】
：
浙江师范大学人文学院,
【出 处】
：
大众文艺
【发表日期】
：
2015年09期
其他文献
A dendriform algebra defined by Loday has two binary operations that give a two-part splitting of the associativity in the sense that their sum is associative.S
准确高效鉴定水稻材料的籼粳属性及利用遗传距离预测杂种优势,对于开展籼粳亚种间杂种优势利用、水稻品种(组合)定性和因地制宜地开展新品种推广应用有着重要意义。本论文验证了19对基于籼稻(9311)和粳稻(日本晴)的全基因组DNA序列比对而获得的特异插入／缺失(InDel)引物在水稻籼粳属性鉴定上的有效性,并利用这19对InDel引物对12个浙优系列杂交组合及其双亲进行了InDel分子标记鉴定,探明了这
The k-characters are class functions on subsets of Gk called the k-classes of G.For a finite group G,the k-class sums form a basis for a subring of CGk,which we
大气CO2浓度已从工业革命前的280μmol·mol-1不断增高,目前已突破400μmol·mmol-1大关,预计本世纪中叶将达到550 μmol·mol-1。水稻是最重要的粮食作物之一,大气CO2浓度对水稻结实能力和品质性状的影响已有很多研究,但这种影响是否与稻穗上的着生部位有关?品种间有什么差异?均不清楚。为此,本研究利用稻田FACE(Free Air CO2 Enrichment)平台,模拟
We establish a universal approach to solutions of the word problem in the varieties of di-and tri-algebras.This approach,for example,allows us to apply Gr(o)bne
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