economical circles 中文意思是什麼

economical circles 解釋
經濟界
  • economical : adj. 1. 節儉的,儉約的;經濟的,合算的。2. 經濟學上的。adv. -ly
  • circles : 徘徊
  1. The majority of our lawyers come from the department of law education, finance and justice. they are well known for their familiarity with the laws and regulations and their ability to apply them to cases. our office provides high - level, high - quality and high - efficiency legal services and extensive aids for the economical system reform and the society, often attend symposiums of national or international economic law, and have established extensive contact with the jurisprudentially cricles, judicial circles and enterprises of many countries

    本所律師大部分來自政法教學、金融、司法部門、其對法律、法規的熟悉程度和應用能力,受到社會公眾矚目本所尤其利用華東政法學院門類齊全、人才集中的優勢,開展律師業務,運用法學教學、科研中的新成果,為經濟體制改革和社會各界提供優質高效的服務,為社會提供廣泛的法律服務,受到各界人士好評。
  2. Since 1980. the creation and development of theory of new industry district and learning, innovation have strongly promoted the change of regional study view. economical agglomeration and growth of the particular region have become the focus of circles of science in economy geography and regional science

    1980年以來,新產業區理論和區域學習、創新理論的形成與發展有力地推動了區域研究視角的轉變,特定區域經濟集聚和增長在經濟地理學和區域科學領域重新成為理論界研究的焦點。
  3. The academic circles have reach agreement that tecc is made up of spatial, economical, social and ecological carrying capacity etc. but the calculation of tecc and its branches have different viewpoints

    目前學界基本認同旅遊容量可以分為旅遊空間容量、旅遊經濟容量、旅遊地社會容量、旅遊生態環境容量等方面,但對旅遊環境容量及其分量的計算方法卻不盡一致。
  4. Development and caused social and economical phenomena of little cities and towns have constituted one of projecting characteristic in the course of modernization in china, which has been formed urbanized road is taken international academic circles as a urbanized model in china

    小城鎮成長及其導致的社會經濟現象已構成中國現代化進程中最突出的特色之一,由此形成的城鎮化道路被國際學術界認為是城鎮化的中國模式。
  5. Finding economical packing of circles in the euclidean plane is a widely investigated area of the theory of packing and covering. the simplest problem of this kind is to find the best arrangement of congruent discs in the plane

    關于圓盤的填充問題的一個重要猜想是:在全等圓盤的填充中,密度最大填充可由正六邊形阿基米德鑲嵌中的內圓得到,這一猜想直到本世紀初才得以證明。
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