prover

简明释义

英[ˈpruːvə(r)]美[pruːvər]

n. 证人；校准仪

英英释义

单词用法

同义词

反义词

例句

1.The Issuer may use various means to authenticate the Prover including accessing information contained in U-Prove tokens generated by other Issuers.

发布方可能会使用各种方法来对验证方进行认证，包括访问包含在U-Prove令牌中由其它发布方生成的信息。

2.This paper presents a technique for designing theorem prover which mainly based on transformation and substitution for Pointer Logic. The technique realized as a tool called APL is implemented.

提出了一种为指针逻辑设计定理证明器的新技术，该项技术主要是基于变换和替代，已在APL的工具中得以实现。

3.Therefore once the security requirement in single prover condition is satisfied the identity authentication protocol can also be run in multi-provers condition.

因此，只要满足了其中单证明者环境下的安全要求，身份认证协议也能安全地运行在多个证明者的环境下。

4.This paper presents a technique for designing theorem prover which mainly based on transformation and substitution for Pointer Logic. The technique realized as a tool called APL is implemented.

提出了一种为指针逻辑设计定理证明器的新技术，该项技术主要是基于变换和替代，已在APL的工具中得以实现。

5.In contrast to the token's public key, this private key is not part of the U-Prove token; the Prover never discloses it when using the U-Prove token.

与令牌的公钥不同的是，这个私钥并不是U -Prove令牌的一部分；验证方永远不会在使用u - Prove令牌的时候透露它。

6.Effective use of a theorem prover requires a solid understanding of the internal operations of the tool and a familiarity with the mathematical proof process.

高效地使用定理证明需要对工具的内部操作有坚实的理解并且熟悉数学证明过程。

7.The prover in this mathematical proof demonstrated the theorem effectively.

这个数学证明中的prover有效地展示了定理。

8.In a court case, a witness acts as a prover of the events that took place.

在法庭案件中，证人充当发生事件的prover。

9.In logic, a prover is used to establish the truth of a proposition.

在逻辑中，prover用于建立命题的真理。

10.The software includes a prover to verify the correctness of the code.

该软件包含一个prover来验证代码的正确性。

11.As a prover, she provided essential evidence to support her claims.

作为一个prover，她提供了支持自己主张的重要证据。

作文

In the realm of mathematics and logic, the term prover (证明者) plays a crucial role. A prover is an entity or mechanism that verifies the truth of a statement or theorem through a series of logical deductions and reasoning. The importance of a prover cannot be overstated, as it serves as the foundation upon which mathematical truths are built. Without a reliable prover, the validity of mathematical concepts would remain uncertain, leading to potential chaos in the field of mathematics.To illustrate the significance of a prover, consider the process of proving a theorem. Take, for instance, the Pythagorean theorem, which states that in a right-angled triangle, the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides. To establish this theorem's validity, mathematicians employ various tools and methods that act as a prover. They construct geometric proofs, utilize algebraic identities, and even apply calculus to demonstrate that the theorem holds true under all circumstances.Moreover, in the digital age, the concept of a prover has expanded beyond traditional mathematics. In computer science, particularly in the field of cryptography, a prover refers to a system that can prove the authenticity of a transaction or data without revealing the underlying information. This is achieved through advanced algorithms and protocols that ensure security and privacy. For example, in blockchain technology, a prover verifies transactions by creating cryptographic proofs that confirm the legitimacy of the data being exchanged.The role of a prover is not limited to mathematics and technology; it also extends to everyday life. When we make claims or assertions, we often need to provide evidence or reasoning to support our statements. In this context, we become our own prover, gathering facts, conducting research, and presenting logical arguments to validate our viewpoints. This process is essential in academic writing, debates, and discussions, where the strength of one’s argument hinges on the ability to prove it convincingly.Furthermore, the pursuit of knowledge and understanding is fundamentally a quest for provers. Throughout history, philosophers, scientists, and scholars have sought to uncover truths about the universe, human existence, and the laws governing nature. They have relied on provers in the form of experiments, observations, and logical reasoning to challenge existing beliefs and expand the boundaries of human understanding.In conclusion, the concept of a prover (证明者) is integral to various fields, from mathematics to computer science and even everyday reasoning. It embodies the essence of verification and validation, ensuring that claims and theories are grounded in truth. As we continue to explore the complexities of the world around us, the role of the prover will remain pivotal in our quest for knowledge and understanding. Whether in academic pursuits or practical applications, the ability to prove and verify will always be a cornerstone of intellectual progress.

在数学和逻辑的领域中，术语prover（证明者）发挥着至关重要的作用。prover是一个实体或机制，通过一系列逻辑推理和推导来验证陈述或定理的真实性。prover的重要性不容小觑，因为它是建立数学真理的基础。如果没有可靠的prover，数学概念的有效性将保持不确定，从而导致该领域可能出现混乱。为了说明prover的重要性，可以考虑证明定理的过程。例如，勾股定理指出，在直角三角形中，斜边的平方等于其他两条边的平方之和。为了确立该定理的有效性，数学家们采用各种工具和方法作为prover。他们构造几何证明，利用代数恒等式，甚至应用微积分来证明该定理在所有情况下都成立。此外，在数字时代，prover的概念已超越传统数学。在计算机科学，特别是在密码学领域，prover指的是一种能够在不透露底层信息的情况下证明交易或数据真实性的系统。这是通过先进的算法和协议实现的，确保安全性和隐私性。例如，在区块链技术中，prover通过创建加密证明来验证交易，确认所交换数据的合法性。prover的角色不仅限于数学和技术；它还扩展到日常生活。当我们提出主张或断言时，我们通常需要提供证据或推理来支持我们的陈述。在这种情况下，我们成为自己的prover，收集事实，进行研究，并呈现逻辑论证以验证我们的观点。这一过程在学术写作、辩论和讨论中至关重要，因为一个人的论点的力量取决于能否令人信服地证明它。此外，追求知识和理解本质上是寻找provers的探索。在历史上，哲学家、科学家和学者们一直在寻求揭示关于宇宙、人类存在以及支配自然法则的真理。他们依赖于实验、观察和逻辑推理等provers来挑战现有信念，拓展人类理解的边界。总之，prover（证明者）的概念在各个领域都是不可或缺的，从数学到计算机科学，甚至日常推理。它体现了验证和确认的本质，确保声明和理论扎根于真理。随着我们继续探索周围世界的复杂性，prover的角色将在我们追求知识和理解的过程中保持关键。无论是在学术追求还是实际应用中，证明和验证的能力始终是智力进步的基石。