acceptance condition

简明释义

合格条件

英英释义

例句

1.Before launching the software, we need to ensure that all acceptance conditions 验收条件 are fulfilled.

在发布软件之前，我们需要确保所有的验收条件都已满足。

2.The acceptance conditions 验收条件 were clearly defined in the initial proposal.

初步提案中清楚地定义了验收条件。

3.Failure to comply with the acceptance conditions 验收条件 may result in project rejection.

未能遵守验收条件可能导致项目被拒绝。

4.The project was delayed because the client did not meet the acceptance condition 验收条件 outlined in the contract.

项目延迟是因为客户没有满足合同中规定的验收条件。

5.The team reviewed the acceptance conditions 验收条件 to confirm that the product was ready for delivery.

团队审查了验收条件以确认产品已准备好交付。

作文

In the realm of computer science and automata theory, the term acceptance condition refers to a specific criterion that determines whether a given input string is accepted by a computational model, such as a finite automaton or a Turing machine. This concept is crucial for understanding how these models function and how they can be applied to various computational problems. The acceptance condition serves as a fundamental aspect of algorithm design and analysis, influencing the efficiency and effectiveness of computational processes.To elaborate, an acceptance condition typically specifies a set of states in which the automaton must end after processing an input string for that string to be considered accepted. For example, in a finite automaton, if the machine ends in one of the designated 'accepting' states after reading the entire input, then the input is accepted; otherwise, it is rejected. This mechanism allows for the classification of languages into those that can be recognized by the automaton and those that cannot.Understanding acceptance condition is essential not only for theoretical purposes but also for practical applications in programming languages and compiler design. For instance, when designing a compiler, developers must ensure that the syntax and semantics of the programming language adhere to specific acceptance conditions so that the code can be properly parsed and executed. If the input does not meet these conditions, errors will occur, leading to potential failures in software execution.Moreover, acceptance condition plays a significant role in the development of algorithms for pattern matching and text processing. In these scenarios, the acceptance condition helps define what constitutes a match within a given dataset. For example, in regular expressions, the patterns defined must satisfy certain acceptance conditions to successfully identify and extract relevant information from text files. This illustrates the practical importance of understanding how acceptance conditions operate within various computational frameworks.Furthermore, the implications of acceptance condition extend beyond theoretical models and programming practices. In artificial intelligence and machine learning, acceptance conditions can influence how algorithms learn and make decisions based on input data. For instance, in supervised learning, the model must learn to recognize patterns that meet specific acceptance conditions to accurately classify new data points. Failure to establish clear acceptance conditions can lead to poor model performance and inaccurate predictions.In conclusion, the concept of acceptance condition is integral to the fields of computer science and mathematics. It not only defines the boundaries of what can be computed or recognized by various models but also impacts real-world applications in software development, data processing, and machine learning. A comprehensive understanding of acceptance condition allows practitioners to create more efficient algorithms and systems, ultimately enhancing the capabilities of technology in solving complex problems. As we continue to advance in the digital age, the significance of acceptance conditions will remain a cornerstone of computational theory and practice.

在计算机科学和自动机理论的领域中，术语接受条件指的是一个特定的标准，用于确定给定的输入字符串是否被计算模型（例如有限自动机或图灵机）所接受。这个概念对于理解这些模型的功能以及它们如何应用于各种计算问题至关重要。接受条件作为算法设计和分析的基本方面，影响着计算过程的效率和有效性。进一步来说，接受条件通常指定了一个状态集合，自动机必须在处理输入字符串后结束于这些状态之一，以便该字符串被视为被接受。例如，在有限自动机中，如果机器在读取整个输入后结束于一个指定的“接受”状态之一，则该输入被接受；否则，它将被拒绝。这一机制允许将语言分类为那些可以被自动机识别的语言和那些不能的语言。理解接受条件不仅对理论目的至关重要，而且对编程语言和编译器设计的实际应用也至关重要。例如，在设计编译器时，开发人员必须确保编程语言的语法和语义遵循特定的接受条件，以便代码能够被正确解析和执行。如果输入不符合这些条件，就会出现错误，导致软件执行可能失败。此外，接受条件在模式匹配和文本处理算法的开发中也发挥着重要作用。在这些情况下，接受条件帮助定义在给定数据集中什么构成匹配。例如，在正则表达式中，定义的模式必须满足特定的接受条件，才能成功识别和提取文本文件中的相关信息。这说明了理解接受条件在各种计算框架中的运作方式的实际重要性。此外，接受条件的影响超越了理论模型和编程实践。在人工智能和机器学习中，接受条件可以影响算法如何根据输入数据进行学习和决策。例如，在监督学习中，模型必须学习识别满足特定接受条件的模式，以准确分类新的数据点。未能建立明确的接受条件可能导致模型性能不佳和预测不准确。总之，接受条件的概念是计算机科学和数学领域的基石。它不仅定义了各种模型可以计算或识别的界限，还影响了软件开发、数据处理和机器学习等现实世界应用。全面理解接受条件使从业者能够创建更高效的算法和系统，从而增强技术在解决复杂问题中的能力。随着我们在数字时代的不断进步，接受条件的重要性将继续成为计算理论和实践的基石。