maxima
简明释义
n. 最大数，极大值；最大限度，极限；顶点，最高; maximum 的复数
n. （Maxima）人名；（葡）马克西马
英英释义
单词用法
局部最大值 | |
全局最大值 | |
极大值和极小值 | |
寻找最大值 | |
计算最大值 | |
达到最大值 |
同义词
| 峰值 | 山的峰值令人惊叹。 | ||
| 顶点 | She reached the summit of her career after years of hard work. | 经过多年的努力，她达到了职业生涯的顶点。 | |
| 巅峰 | 他毕业时的幸福达到了巅峰。 | ||
| 尖端 | 三角形的尖端是最高点。 | ||
| 高潮 | 电影的高潮非常激动人心。 |
反义词
| 最小值 | 该函数在x = 2处有一个最低点。 | ||
| 最低点 | 在微积分中，我们经常寻找函数的最小值。 |
例句
1.Like most computer algebra systems, Maxima is written in Lisp.
与大多数计算机代数系统一样，Maxima是使用Lisp语言编写的。
2.In the binary tree, you have to compute the maxima in a bottom-up manner.
在二进制树，你必须计算在一个自底向上的方式，极大。
3.This paper describes the design idea, structure and characteristics of the fault diagnosis test-bed and software on NISSAN MAXIMA car.
介绍了NISSAN千里马轿车故障诊断实验台与软件的设计思想、结构和特点。
4.However, Deborah Cracknell, research lead from the National Marine Aquarium in Plymouth, told MailOnline she believes the creature is a Salpa maggiore (Salpa maxima).
然而，普利茅斯国家海洋水族馆的首席研究员黛博拉·克拉克内尔在接受《每日电讯报》采访时说，她认为这是一种名叫樽海鞘的生物。
5.Connectivity, maxima and minima, and other graph and matrix concepts are explained here.
连通性、最大通路和最小通路以及其他图和矩阵的概念在本章中都进行了介绍。
我找到千里马了！
7.Mathematicians often use calculus to find the maxima of complex functions.
数学家们常常使用微积分来寻找复杂函数的极大值。
8.In optimization problems, identifying the maxima is crucial for finding the best solution.
在优化问题中，识别极大值对找到最佳解决方案至关重要。
9.The function reaches its maxima at the points where the derivative is zero.
该函数在导数为零的点达到其极大值。
10.The maxima of this dataset indicates the highest sales figures recorded last year.
该数据集的极大值表示去年记录的最高销售额。
11.The maxima of the mountain range provides breathtaking views for hikers.
山脉的极大值为徒步旅行者提供了令人惊叹的景色。
作文
In the realm of mathematics and science, the term maxima refers to the highest points in a given set of data or functions. Understanding maxima is crucial not only for mathematicians but also for professionals in various fields such as economics, engineering, and physics. The concept of maxima can be applied to optimize processes, enhance performance, and improve decision-making. For instance, in business, identifying the maxima of profit can lead to better strategies for growth and sustainability.To illustrate the importance of maxima, consider a simple example from the world of economics. A company may analyze its sales data to determine the point at which it achieves maximum revenue. By plotting this data on a graph, the company can visually identify the maxima—the peak point where sales are highest. This information can guide their future marketing strategies and product development efforts.Moreover, in the field of physics, the concept of maxima plays a vital role in understanding motion and energy. For example, when studying projectile motion, the highest point reached by an object is called the maxima. Knowing this allows scientists and engineers to calculate trajectories and optimize designs for various applications, from sports equipment to aerospace technology.The significance of maxima extends beyond theoretical applications; it also has practical implications in everyday life. For instance, individuals often seek to maximize their happiness or well-being. This pursuit can involve making choices that lead to the highest levels of satisfaction, whether through career decisions, relationships, or personal development. Understanding the concept of maxima in this context can empower people to make informed decisions that align with their values and goals.In conclusion, the term maxima represents not just a mathematical concept but a fundamental principle that can be applied across various disciplines. Whether in business, science, or personal life, striving for maxima allows individuals and organizations to optimize their outcomes and achieve their highest potential. As we continue to explore and understand the world around us, the pursuit of maxima will remain a guiding principle, encouraging us to reach for the heights in every endeavor we undertake.
在数学和科学领域，术语maxima指的是在给定数据或函数集中最高的点。理解maxima不仅对数学家至关重要，对于经济学、工程学和物理学等各个领域的专业人士同样重要。maxima的概念可以应用于优化过程、提高性能和改善决策。例如，在商业中，识别利润的maxima可以导致更好的增长和可持续性战略。为了说明maxima的重要性，考虑一个来自经济学的简单例子。一家公司可能会分析其销售数据，以确定实现最大收入的点。通过将这些数据绘制在图表上，公司可以直观地识别出maxima——销售最高的峰值。这些信息可以指导他们未来的营销策略和产品开发工作。此外，在物理学领域，maxima的概念在理解运动和能量方面发挥着至关重要的作用。例如，在研究抛体运动时，物体达到的最高点被称为maxima。了解这一点使科学家和工程师能够计算轨迹并优化各种应用的设计，从运动器材到航空航天技术。maxima的意义超越了理论应用；它在日常生活中也具有实际意义。例如，个人通常追求最大化他们的幸福或福祉。这种追求可能涉及做出选择，以达到最高的满足感，无论是通过职业决策、关系还是个人发展。在这种背景下理解maxima的概念，可以使人们能够做出符合他们价值观和目标的明智决策。总之，术语maxima不仅代表一个数学概念，而是一个可以跨越各个学科应用的基本原则。无论是在商业、科学还是个人生活中，追求maxima使个人和组织能够优化他们的结果，实现他们的最高潜力。随着我们继续探索和理解周围的世界，追求maxima将始终作为一个指导原则，鼓励我们在每一个追求中达到巅峰。
