- identity ≡ (math., logic)
- identical
Generated definitions (experimental)
- identity
- identical
In mathematics and logic, this refers to an equality that is always true for any values of the variables involved. It often involves expressions that are equivalent in every circumstance.
zài在shù xué数学Zhōng中,héng děng shì恒等式shì是zhǐ指duì对suǒ yǒu所有biàn liàng变量qǔ取zhí值Dū都chéng lì成立de的děng shì等式。
In mathematics, an identity is an equation that holds true for all values of the variables.
zài在luó ji逻辑Zhōng中,wǒ men我们shǐ yòng使用héng děng恒等lái来biǎo shì表示liǎng两gě个luó ji逻辑biǎo dá shì表达式de的xiāng děng相等xìng性。
In logic, we use identities to express the equality of two logical statements.
This usage refers to objects or entities that are exactly the same in every aspect, often used in contexts comparing two or more items.
These two patterns are identical in color and shape.
Generated collocations (experimental)
héng děng shì恒等式identity equationhéng děng恒等biàn huàn变换identity transformationhéng děng恒等guān xi关系identity relationhéng děng恒等yìng shè映射identity mappinghéng děng恒等hán shù函数identity functionhéng děng恒等wù物identity elementhéng děng恒等xìng zhì性质identity propertyhéng děng恒等biǎo dá shì表达式identity expressionhéng děng恒等fú hào符号identity symbol