拟设

基本解释 (translations)

ansatz

与拟设相关的网络例句 [注：此内容来源于网络，仅供参考]

Let m be a finite μ-invariant measure of Q-matrix, as Q is totally stable, consists of a single absorbing state or single-instantaneous state, we prove that exists Q-processes P , in which m be a μ-invariant measure of P , and construct the Q-processes P .

第四章致力于μ不变测度的研究，设m是Q的有限μ不变测度，在Q是全稳定、单瞬时不可和准保守拟Q-矩阵，以及含有吸收态的情形，分别证明了存在Q过程P，使m是P的μ不变测度，并且都具体构造出Q过程。

Let μ be a smooth measure with a quasi regular Dirichlet form, A μ be its non negative additive functional,and U α A μ be the α Potential operator of A μ.

设μ是拟正则狄氏型的光滑测度，Aμ是其对应的非负连续可加泛函，UαAμ是Aμ的α位势算子，本文证明了测度μUαAμ关于μ的绝对连续性，并以R－N导数dμUαAμdμ刻划了μ具有有限能量积分的条件。

Materials of the site of business and other facilities relating to business operation of the company to be established

拟设公司的营业场所和与业务有关的其他设施的资料

Subgroup H of G is said to be π-quasinormally embedded in G, if for each prime divisor p of the order of H, a Sylow p-subgroup of H is also a Sylow p-subgroup of some π-quasinormal subgroup of G.

bstract 设G是有限群，称G的子群H在G中π-拟正规嵌入，如果对于{H}的每个素因子p， H的Sylow p-子群也是G的某个π-拟正规子群的Sylow p-子群。

A subgroup H of G is said to be π-quasinormally embedded in G, if for each prime divisor p of the order of H, a Sylow p-subgroup of H is also a Sylow p-subgroup of some π-quasinormal subgroup of G.

设G是有限群，称G的子群H在G中π-拟正规嵌入，如果对于{H}的每个素因子p， H的Sylow p-子群也是G的某个π-拟正规子群的Sylow p-子群。

Article 33 The term "principal investor" as mentioned in Article 6 of these Measures refers to the investor who contributes the largest amount of investment and whose amount of investment is not less than 30% of the total equity of the auto finance company to be established.

第三十三条本办法第六条所称主要出资人是指出资数额最多并且出资额不低于拟设汽车金融公司全部股本30%的出资人。

The term "principal contributor" refers to the contributor that has contributed the most capital of which the amount is no less than 30% of the total equity of the automobile finance company to be established.

主要出资人是指出资数额最多且出资额不得低于拟设汽车金融公司全部股本30%的出资人。

The research applied landscape ecology, integrating land using, ecology networks, and the concept of human needed environment model addressed by Odum to build natural and cultural criteria which are used to decide natural factorsand cultural factors. Subsequently, applying the criteria and planning procedures to category land into agricultural and non-agricultural areas. The agriculture areas include basic grain production areas, and leisure agriculture areas. The non- agriculture areas include agriculture of river corridor ecology restoration areas and remnant cultivates lands. Above all, remnant cultivated lands are separated into wilderness, parks or indefinite areas because of different context.

本研究运用之理念包括地景生态学、整合土地使用、生态网络及Odum提出四种人类需求环境模型；据以研拟自然及人文面原则，进行自然因子(NDVI值、坡度、高度、土壤等)及人文因子之准则建构；再依准则及划设流程规划出农业及非农业区域二类型，其中农业类型包括基础粮食生产区、休闲农业区，非农业区包括河廊农业生态复育区及剩余耕地，其中剩余耕地又依背景因子不同划设为荒野化、公园化或模糊区使用。

As for the credit elations in the real economic life, whatever virtual or concrete, the credit that the creditor prepares or has lent is highly sensitive to the potential debtor's untrustworthiness, fragile to the actual debtor's untrustworthiness, and lagging to restore rapidly when encountered untrustworthy behavior.

真实经济生活中信用关系无论是拟设的或者实有的，其债权主体准备或已经借出的信用具有对可能的债务主体反信用行为的高度教感性、易受事实的债务主体反信用行为损毁的脆弱性、一经遭受反信用行为损毁即很难迅速修复的阻滞性。

For a finite group G, a subgroup H is called c-normal in G if there is a normal subgroup K such that G=HK and H∩K≤H, the largest normal subgroup of G contained in H. c-normality was replaced by c-π-quasinormality or c-sub-normality. The following were showed equivalent. First, there is a solvable maximal subgroup M such that M is c-π-quasi-normal in G.

推广了有限群中的c-正规性概念，引入了c-次正规性和c-π-拟正规性概念，并利用新概念给出了有限群可解的几个条件，证明了：设G是有限群，那么，下述条件是等价的：G有一个极大子群M在G中是c-π-拟正规的而且是可解的。

与拟设相关的网络解释 [注：此内容来源于网络，仅供参考]

facula：光斑 (天文)

因子分解 factorization | 光斑 (天文) facula | 法杰夫-波波夫拟设 Faddeev-Popov ansatz

straggling：歧离

分子混沌拟设 stosszahlansatz | 歧离 straggling | 直边 straight edge

supreme court：最高法庭

年仅 27 年的威廉王子将出席惠灵顿新建最高法庭(Supreme Court)的落成仪式,并将参加包括总理府烧烤晚宴在内的多项非正式活动. 总理约翰基(John Key)拟设具有新西兰传统风味的国宴,并邀请全黑队(All Blacks)的主要球员与年轻的王子殿下同享美味的羊排.

Chives：细香葱

增加了可能有人或动物存在的非住宅区的熏蒸缓冲区域,并鼓励设...依据欧盟委员会(EC)No 396/2005法规第6节,英国收到本国园艺发展委员会(HDC)关于修订农药碘苯腈(ioxynil)最高残留限量(MRL)的申请,拟将其在细香葱(chives)中的MRL值从0.

Bethe ansatz：貝特擬設

"beta-uranotile","贝他矽钙铀矿" | "Bethe ansatz","贝特拟设" | "Bethe approximation","贝特近似"