概率论英文解释翻译、概率论的近义词、反义词、例句
英语翻译：
【计】 probability theory【经】 probability theory; theory of probability
相关词条：
1.theoryofchances 2.theoryofprobability 3.lawofprobability 4.probabilism 5.probability例句：
- 费马，皮尔·德1601－1665法国数学家，他有系统地阐述了现代数理论和概率论French mathematician who formulated modern number theory and probability theory.
分词翻译：
概率的英语翻译：
probability【化】 probability
【医】 probability
【经】 probability
论的英语翻译：
determine; discuss; in terms of; ism; statement; talk about; theory; view网络扩展解释
概率论
概率论中文拼音为gài lǜ lùn，它是一门研究随机事件及其规律性的数学分支。
英语解释翻译
Probability Theory
Probability theory is a branch of mathematics that deals with random events and their regularity.
英文读音
/ˌprɒbəˈbɪlɪti θɪəri/
英文用法
Probability theory is used in various fields, including statistics, physics, economics, computer science, and more. It enables us to estimate the likelihood of certain events happening and the degree of confidence we can have in our estimates.
英文例句
- Probability theory can help us predict the outcome of a coin toss.
- In finance, probability theory is used to price options and other financial derivatives.
- Quantum mechanics relies heavily on probability theory to describe the behavior of subatomic particles.
- The principles of probability theory can be applied to real-life situations, such as weather forecasting and medical diagnosis.
英文近义词
- Statistics：a branch of mathematics that deals with the collection, analysis, interpretation, presentation, and organization of data.
- Stochastic processes：a collection of random variables that describe the evolution of a system over time.
- Randomness：the lack of pattern or predictability in events.
英文反义词
- Determinism：the belief that all events, including human actions, are ultimately determined by causes external to the will.
- Certainty：the state of being completely sure of something.
- Prediction：an act of forecasting or stating in advance what will happen in the future.
英文单词常用度
Probability theory is a highly technical topic, and as such, its use and discussion are largely confined to academic and professional circles. However, it is a fundamental concept in many fields and is likely to surface in popular science books and articles on a regular basis.