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Just as the to"rnb figure and stone picture of Hah Dynasty realize, the art is vividly realized in human being, animals, architecture, myth and foods.The ancient art of China, particularly Oriental framing of the" sculpture of the Han Dynasty; In other words the human beauty expressed centering oh pursuit of beauty of purity, life and human being will become an important key to the recovery of original beauty in the modern art in the cultural reality where the modern society is materialized Under the domination of the principles of economy and the proper beauty of art has lost direction in terms of touch of identity of the Orient
用经济原理支配的现代社会的机械化、物质化,社会变得整齐划一,在这样的的文化现实中,在丢失了美术本原美的现代美术现实中,在东洋整体性的既得利益下,对于现代美术而言,可以说表露出的人情美和感动是恢复艺术本原美的重要钥匙。
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Firstly, it's proved that the base of free monoid is unique, and that the equation of a base, a generating set and a irreducible generating set in the semigroup with length; Secondly, it's given the relation of a primitive word and a word of indecomposable--Let and is indecomposable, then is primitive ;And by using the length's method and chart,some properties of primitive word have been proved and the solutions of the equation , are discussed; Lastly, on the base of some proposition in Free monoids and Languages ,the proofs of some properties are improved by instruction. For example: Let be a primitive word over X, where .Then is a code. And let then if and only if {} is a code.
首先,讨论了含幺半群中基的基本性质及基与最小生成元集的联系,并给出了含幺半群中基、生成元集、不可约生成元集三者之间的关系;证明了在有唯一长度的半群S中,不可约生成元集、基、最小生成元集三者之间的等价关系;其次,讨论了字的组合与分解性,得出了字的本原性与不可分解性之间的关系---若为不可分解的,则一定是本原的,反之,不一定真;并运用图示法证明了字的可补性理论,讨论了方程,的可解性;在此基础上,用归纳法进一步证明了本原字与码的有关命题--若是X上的一个本原字,其中,则是一个码;若则当且仅当{}是一个码。
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In Chapter 3, we consider the semi-direct product AG, and analyze the decomposition in AG of idempotents of AH, and obtain a precise algebraic description; as a corollary, we show a criterion of the primitivity in AG of a primitive idempotent of AH, hence a theorem of Fong and a theorem of Green are generalized to an uniform setting.
考虑半直积AG,我们分析了AH的幂等元在AG中的分解模式,得到了一个准确的代数刻画;作为它的推论,给出了AH的本原幂等元在AG中仍然本原的判断准则,从而将Fong的定理和Green的定理推广到了一个统一的情形。
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By the definition of Green-relation and the analogue of generalized Greens lemma, this paper first studied some properties of H-class、 D--class of rpp semigroups, then by left S-system 、-bisystem and tensor product, we described a blocked Rees matrix semigroup. Especially, the paper studied primitive rpp semigroups .
本文利用在rpp半群上定义的广义Green~(l-关系及相应的广义Green定理,首先研究了rpp半群H~(l-类、D~(l-类的若干基本性质,然后以左S-系、-双系和张量积作为工具,刻画了块Rees矩阵半群结构,最后从带零的本原rpp半群出发,构造出A型块Rees矩阵半群,并证明了一个半群S为本原rpp半群,当且仅当S同构于一个A型块Rees矩阵半群。
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Using the estimates of character sums over Galois rings and the trace de scription of primitive sequences over Zpe, we obtain an estimate for the frequency of the occurrences of any element in Zpe in one period of a primitive sequence, which is better than Kuzmin's results[1] if n > 4e, where n is the degree of the generating polynomial of the primitive sequence.
范淑琴 ,韩文报文研究了Zpe上本原序列的元素分布。利用Ga,lois环上的指数和估计和本原序列的迹表示,得到了Zpe中各元素在本原序列的一个周期中出现频率的一个估计。当n>4e时(n为本原序列生成多项式的次数)。我们的估计优于Kuzmin的结果[1]。
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By the promotion of the hermitage , on the first part of this thesis ,my discussion focuses on the contemporary promotion form of the hermitage :the hermitage's hiding, it stresses on that the hermitage now is having been trapped in the primitivism research on which is has been done itself ,that is to say ,kinds of primitivism research on the hermitage is just the form of hermitage's hiding ,and which present as the hiding by category and the technique .
论文的第一部分集中阐述了隐逸在当代的开展样式:隐逸之隐藏。其强调隐逸正陷于对其的本原主义的研究之中,也就是说,对隐逸的各种本原主义的研究正是隐逸之隐藏的样式,表现为概念和技术[2]的掩藏。
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Metaphysics is the first philosophy, for it inquires into the arche, the last origin.
形而上学作为本原形而上学,总已预设了一个本原,并且也总已具有了一些关于本原的前理解。
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This deconstruction manifested, the originary impression that is viewed by Husserl as the origin of the time-consciousness depends on the trace of the general repetition, and then the trace becomes the non-originary "origin".
德里达认为,被胡塞尔看作是时间意识之本原的&原印象&,实际上反倒依赖于一般重复的&踪迹&,而原本被认为是后来的、派生的重复的踪迹,反倒成了某种&非本原的本原&。
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And what is the most important is that it studies a class of special two-colored digraphs, except that it has found the upper bonds and the lower bonds of its exponent, it also has studied its exponent set.
最核心的是就某一类特殊双色图进行研究,除了找到了该类本原双色图的本原指数的上下界之外,还讨论了这一类本原双色图的指数集的问题。
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This paper mainly deals with distribution of primitive polynomials and primitive elements over finite fields. LetFq be a finite field of q elements with characteristic p , xn + a1xn-1 +...+ an-1x + an be a polynomial over Fq .
本文主要研究有限域上本原多项式及本原元的分布,设F_q表示有q个元素的有限域,q为素数的方幂,F_q是F_q的多项式环,文献[10][11]中证明在F_q上,存在可预先指定a_1,a_2的n≥7次本原多项式。
- 更多网络解释与本原相关的网络解释 [注:此内容来源于网络,仅供参考]
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native complier:原生編譯器 本原编译器
native code 原生碼 本原[代]码 | native complier 原生編譯器 本原编译器 | native data 原生資料 本原数据
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left primitive ideal:左本原理想
left periodic group 左周期群 | left primitive ideal 左本原理想 | left primitive ring 左本原环
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left primitive ring:左本原环
left primitive ideal 左本原理想 | left primitive ring 左本原环 | left projective space 左射影空间
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primitive period strip:本原周期带
本原周期格子 primitive period parallelogram | 本原周期带 primitive period strip | 朴多项式 primitive polynomial
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primitive element:本原元素
本原曲线 primitive curve | 本原元素 primitive element | 本原方程 primitive equation
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primitive idempotent element:本原幂等元
本原理想|primitive ideal | 本原幂等元|primitive idempotent element | 本原群|primitive group
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primitive period parallelogram:本原周期格子
本原周期对 primitive period pair | 本原周期格子 primitive period parallelogram | 本原周期带 primitive period strip
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primitive period:本原周期
周期的本原平行四边形 primitive parallelogram of period | 本原周期 primitive period | 本原周期对 primitive period pair
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primitive period pair:本原周期对
本原周期 primitive period | 本原周期对 primitive period pair | 本原周期格子 primitive period parallelogram
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primitive recursiveness:本原递归性
本原递归 primitive recursion | 本原递归性 primitive recursiveness | 本原环 primitive ring