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a new proof way of medical infringement litigation has been practiced in our country.in order to adapt the new request and prevent occurrence of medical treatment disputs in our work in delivery room,we should put on homologize measures to conservate proof, set up midwives'law consciousness and safeguard right to learn the truth of pregment women.

作者单位:611130 四川成都,成都市第五人民医院我国已实行新的医疗侵权诉讼的举证办法,提出为了适应新的要求,防范医疗纠纷的发生,结合产房工作维护产妇知情权的同时树立助产士的法律意识,注意证据的保存等相应的措施。

The innovation of our thesis lies in:1 We do not require quadratic space to have hyperbolic basis. Moreover, we only require M to be projection module instead of free module;2 Eichler transformation is used instead of the traditional matrix transformation in our proof;3 Not only do we extend the relative results obtained by Bak and Vavilov and the results obtained by Vaserstein and You hong , we also simplify the proof significantly.

我们的创新之处在于: 1 不要求二次型空间具有双曲基,甚至不要求M是自由模,而仅要求M是投射模; 2 我们在论证中使用的是Eichler变换而不是传统的矩阵; 3 我们的结果不仅推广了Bak与Vavilov以及Vaserstein与游宏的相应结果,而且论证也极大地简化了。

Mathematics proved to be direct and two indirect method, the reduction to absurdity is a kind of indirect proof, it is mathematical proof of Dafa.

帮我翻译:数学证明有直接法和间接法两,反证法是间接证法的一种,它是数学证明的大法。

According to demonstrate the different forms of reasoning can be divided into deductive arguments and inductive argument, according to argue different methods can be divided into direct proof and indirect proof.

根据论证所运用推理形式的不同,可分为演绎论证与归纳论证,根据论证方法不同,可分为直接论证和间接论证。

From the first part of a medical incidents and the Elements of the burden of proof on both sides of the basic meaning of the Medical Malpractice, discussed the establishment of medical blunders of several necessary conditions and scope, and for that special Malpractice use of the legal issues of the principle of inversion of the burden of proof.

第1部分从医疗事故构成要件和举证责任两方面阐述了医疗事故的基本含义,论述了医疗事故成立的几种必要条件及范围,以及对于医疗事故这一特殊的法律问题使用的举证责任倒置原则。

In China's civil action,the allocation of burden of proof usually adopts the normal principle of "He who asserts must prove" and inversion principle of burden of proof for special cases,supplement principle of evidence collecting by people's court and the undertakin...

我国民事诉讼中,举证责任的分配实行"谁主张,谁举证"的一般原则和对特别案件实行的举证责任倒置原则,人民法院调查收集证据的补充原则以及无法确定举证责任的承担时,由人民法院根据公平和诚信原则,综合当事人的举证能力等因素来确定举证责任的承担原则。我国对民事举证责任的分配尚存在一些问题,有待在立法上进一步完善。

To solve this problem, no-fault women's awareness of the law and the a-bility of self-protection should be increased,with the principle of "inversion of the burden of proof"in specific conditions,taking "the high degree of probability" as the proof standard as well as recognizing the importance of the investigation and evidence collection by the private detectives.

破解无过错女性"举证难"之问题,除了加强法制宣传教育,提高其法律意识和自我保护能力,以及在该类案件中采用"高度盖然性"的证明标准,且在特定情形下实行举证责任倒置原则之外,私人侦探的调查取证亦是解决该问题的可行途径。

According to the modern theories of the burden of proof, once a genuine issue of fact cannot be established under the clear and convincing evidence standard, the judge should make the court decision according the principle of burden of proof.

现代证明责任理论认为,诉讼中的事实真伪不明时,法官应当按照证明责任判决;证明责任是法官裁判的辅助装置,其本质是对事物真伪不明风险的分配形式。

For the unsuitabihty of the Tag-KEM/DEM to be used as multi-message hybrid encryptions, a new hybrid paradigm, KEM/Tag-DEM, is proposed with its security proof. For the corresponding multi-message hybrid paradigm, KEM/Tag-SKE, security is also proved. Two constructions for IND-CCA secure Tag-DEMs are proposed with the security proof.

6鉴于Tag-KEM/DEM不宜用作多消息混合加密,提出一种新的混合加密范例KEM/Tag-DEM,证明了它作为一次混合加密时的安全性,以及对应的多消息混合加密KEM/Tag-SKE的安全性,给出了两种构造Tag-DEM的方法并证明了安全性。

Theorem of mean significance: The application derivative research function's nature wants directly or indirectly with the aid of Yu Zhongzhi,Specially Lagrange theorem of mean,Here is mainly from the equality proof, the inequality proof, existence asks some limits, the determination equation root and so on five aspects to carry on the discussion,so, The theorem of mean is transforms as the function in the sector research important tool, Must bring to the enough attention in the middle of ours study and the teaching.

中值定理意义:应用导数研究函数的性质都要直接或间接地借助于中值,特别是拉格朗日中值定理,这里主要是从等式的证明、不等式的证明、求一些极限、判定方程根的存在性等五个方面来进行讨论,因此,中值定理是转化为函数在区间上的研究的重要工具。在我们的学习与教学当中要引起足够的注意。

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