齐次规划英文解释翻译、齐次规划的近义词、反义词、例句
英语翻译：
【计】 homogeneous programming
分词翻译：
齐的英语翻译：
all ready; neat; similar; simultaneously; together; uniform
【医】 trans-
次的英语翻译：
order; second; second-rate
【医】 deutero-; deuto-; hyp-; hypo-; meta-; sub-
规划的英语翻译：
mark out; plan; program; programming
【计】 planning
【医】 schema; scheme
【经】 plan; planning; projection; scheme
网络扩展解释
齐次规划
齐次规划（qí cí guīhuà），也被称为“齐次方程组”，是一种数学工具，用于描述线性系统、几何变换和控制理论中的部分问题。该方法通常用于将问题转化为矩阵形式，以求解问题的解决方案或优化过程。
英文解释翻译
The English translation for “齐次规划” is “homogeneous programming” or “homogeneous equation system”. It is a mathematical tool used to describe certain problems in linear systems, geometric transformations and control theories. The method is often used to transform problems into matrix forms for solution or optimization purposes.
英文读音
The English pronunciation for “齐次规划” is “Chee-tsee guee-hwaa”.
英文的用法
In English, “homogeneous programming” or “homogeneous equation system” is usually used in mathematical and engineering contexts. It is a tool commonly used to solve linear equations, transform geometric shapes, and optimize control processes.
英文例句
Example sentences:
- "We can use homogeneous programming to solve linear equations in control systems."
- "The transformation of a geometric shape can be represented by a homogeneous matrix."
例句：
- “我们可以使用齐次规划来解决控制系统中的线性方程。”
- “几何形状的转换可以用齐次矩阵来表示。”
英文近义词
Synonyms:
- Homogeneous equation
- Homogeneous linear equation
- Homogeneous system of linear equations
近义词：
- 齐次方程
- 齐次线性方程
- 齐次线性方程组
英文反义词
Antonyms:
- Non-homogeneous equation
- Non-homogeneous linear equation
- Non-homogeneous system of linear equations
反义词：
- 非齐次方程
- 非齐次线性方程
- 非齐次线性方程组
英文单词常用度
According to Google Ngram Viewer, the usage frequency of “homogeneous programming” and “homogeneous equation system” has remained relatively steady over the past century. It is a technical term often used in mathematical and engineering fields, and may not be commonly used in everyday language.
根据 Google Ngram Viewer 数据，过去一个世纪 "homogeneous programming" 和 "homogeneous equation system" 的使用频率相对稳定。这是一个技术术语，通常用于数学和工程领域，可能不太常用于日常语言。