- Galois theory (math.)
Generated definitions (experimental)
- Galois theory (math.)
This term is used in mathematics, specifically in abstract algebra, to study the symmetries of the roots of polynomial equations and how those symmetries relate to field theory.
Galois theory is an important branch of modern algebra.
xué xí学习Jiā luó huá lǐ lùn伽罗华理论kě yǐ可以bāng zhù帮助lǐ jiě理解duō xiàng shì fāng chéng多项式方程de的gēn根zhī jiān之间de的guān xi关系。
Studying Galois theory can help understand the relationships between the roots of polynomial equations.
Generated collocations (experimental)
Jiā luó huá lǐ lùn伽罗华理论Galois theorydài shù代数Jiā luó huá lǐ lùn伽罗华理论algebraic Galois theoryqún lùn群论zhòng dì中的Jiā luó huá lǐ lùn伽罗华理论Galois theory in group theoryJiā luó huá lǐ lùn伽罗华理论de的yìng yòng应用applications of Galois theoryJiā luó huá伽罗华kuò zhǎn扩展Galois extensionJiā luó huá伽罗华zì duàn字段Galois fieldJiā luó huá lǐ lùn伽罗华理论de的jī běn dìng lǐ基本定理fundamental theorem of Galois theoryJiā luó huá lǐ lùn伽罗华理论de的zhèng míng证明proof of Galois theoryJiā luó huá lǐ lùn伽罗华理论yú与duō xiàng shì多项式Galois theory and polynomialsJiā luó huá lǐ lùn伽罗华理论de的lì shǐ历史history of Galois theory
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