Lingaku- number field (math.)
- subfield of the field of complex numbers
Generated definitions (experimental)
- number field (math.)
- subfield of the field of complex numbers
This refers to a specific concept in mathematics, particularly in algebra, where it denotes a particular mathematical structure that encompasses various types of numbers and their relationships.
In mathematics, a number field is an important concept.
Number fields can be used to study the properties of different types of numbers.
This meaning highlights its specific role within the broader context of complex numbers, indicating that it is a specialized area of study focused on subsets of complex numbers with certain properties.
The number field of complex numbers is a fascinating subfield of mathematics.
Generated collocations (experimental)
shù yù数域lǐ lùn理论theory of number fieldskuò zhǎn扩展shù yù数域extended number fieldyǒu lǐ shù yù有理数域rational number fieldyǒu xiàn有限shù yù数域finite number fielddài shù shù yù代数数域algebraic number fieldshù yù数域tóng tài同态homomorphism of number fieldsshù yù数域shǎng上de的dài shù代数algebra over a number fieldshù yù数域de的jī běn基本xìng zhì性质fundamental properties of number fieldsshù yù数域de的wéi shù维数dimension of a number fieldshù yù数域kuò zhǎn扩展field extension of a number fieldshù yù数域yú与dài shù jié gòu代数结构number fields and algebraic structuresshù yù数域yán jiū研究study of number fieldsshù yù数域yìng shè映射mapping of number fields