文学作品"潜语言"的发掘——初中语文教学深层内蕴的一种构成方式

引导学生透过语言表层,发掘其深层含义,这是提高鉴赏水平,培养优良的阅读习惯,形成个性化阅读的必由之路。对潜语言的发掘可以通过修辞、反语言、标点符号、描写方法四个方面进行。     

The Further Results of the Chromatic Uniqueness of Certain Bipartite Graphs K （m,n）- A

With its comprehensive application in network information engineering （e. g. dynamic spectrum allocation under different distance constraints ） and in network combination optimization （e. g. safe storage of deleterious materials）, the graphs＇ cloring theory and chromatic uniqueness theory have been the forward position of graph theory research. The later concerns the equivalent classification of graphs with their color polynomials and the determination of uniqueness of some equivalent classification under isomorphism. In this paper, by introducing the concept of chromatic normality and comparing the number of partitions of two chromatically equivalent graphs, a general numerical condition guarenteeing that bipartite graphs K （ m, n） - A （A belong to E（K （m, n） ） and ｜ A ｜≥ 2） is chromatically unique was obtained and a lot of chromatic uniqueness graphs of bipartite graphs K（m, n） - A were determined. The results obtained in this paper were general. And the results cover and extend the majority of the relevant results obtained within the world.     

Some studies on mathematical models for general elastic multi-structures

The aim of this paper is to study the static problem about a general elastic multi-structure composed of an arbitrary number of elastic bodies, plates and rods. The mathematical model is derived by the variational principle and the principle of virtual work in a vector way. The unique solvability of the resulting problem is proved by the Lax-Milgram lemma after the presentation of a generalized Korn's inequality on general elastic multi-structures. The equilibrium equations are obtained rigorously by only assuming some reasonable regularity of the solution. An important identity is also given which is essential in the finite element analysis for the problem.     

Carleman estimates and unique continuation property for the anisotropic differential-operator equations

The unique continuation theorems for the anisotropic partial differential-operator equations with variable coeffcients in Banach-valued Lp-spaces are studied.To obtain the uniform maximal regularity and the Carleman type estimates for parameter depended differential-operator equations,the suffcient conditions are founded.By using these facts,the unique continuation properties are established.In the application part,the unique continuation properties and Carleman estimates for finite or infinite systems of quasielliptic partial differential equations are studied.     

论“人面桃花”的文化意蕴

人面桃花的故事屡见明清小说、戏曲当中,其源出自唐诗《题都城南庄》,作者崔护。这个动人的故事得以长期流传和搬演,主要原因有两个方面：其一,中国文人的＂人面桃花＂情结;其二,文学形式的演进规律和商贾娱乐文化的推动。     

图形符号在海报设计中的视觉传达作用

视觉传达是人与人之间的物象交流，在海报设计中，有着通过图形符号向受众传递信息，实现信息的贮存、记忆、交流的重要作用。     

“负心女”形象在中国现代文学中的延续及其独特魅力

本文以中国现代文学中出现的“负心女”形象为基点，探讨这一特殊群体的独特魅力。她们在展示自身富有“人情”、“人性”的生命内涵的同时，也暴露了自身的落后性和不彻底性。她们的这种双重特性是那个特定时代的产物。现代“负心女”是“美与丑”的共存体。但也正因为她们的这种双重性才使这一组形象更为生动、鲜活、丰满而令人回味无穷。     

寻找与发现--谈谈王安忆文学艺术的独特性

王安忆是中国文坛一位有影响的女作家.本文从四个方面对她在文艺艺术创作的独特性和她本人做一些探讨独特而重要的文学地位;独特而丰富的创作个性;独特而成熟的写作风格;独特而深刻的女性意识.     

两类惯量惟一的对称符号模式

§ 1　 IntroductionA sign pattern(matrix) A is a matrix whose entries are from the set{ +,-,0 } .De-note the setofall n× n sign patterns by Qn.Associated with each A=(aij)∈ Qnis a class ofreal matrices,called the qualitative class of A,defined byQ(A) ={ B =(bij)∈ Mn(R) |sign(bij) =aijfor all i and j} .　　 For a symmetric sign pattern A∈ Qn,by G(A) we mean the undirected graph of A,with vertex set { 1 ,...,n} and (i,j) is an edge if and only if aij≠ 0 .A sign pattern A∈ Qnis a do…     

连通的顶点可迁图的色唯一性

本文给出从一个已知的顶点可迁的非色唯一图出发,构造无穷多个顶点可迁的非色唯一图的一种方法,据此给出若干类无穷多个连通的顶点可迁,但不是色唯一的图簇,从而进一步否定地回答了Chia在[1]中提出的问题.