代数

dài shù

정의

1. algebra

代数를 포함하는 단어

• 交换代数 jiāo huàn dài shù: (math.) commutative algebra
• 交换代数学 jiāo huàn dài shù xué: (math.) commutative algebra
• 代数函数 dài shù hán shù: (math.) algebraic function
• 代数函数论 dài shù hán shù lùn: algebraic function theory (math.)
• 代数和 dài shù hé: algebraic sum
• 代数基本定理 dài shù jī běn dìng lǐ: fundamental theorem of algebra
• 代数学 dài shù xué: algebra (as branch of math.)
• 代数学基本定理 dài shù xué jī běn dìng lǐ: fundamental theorem of algebra (every polynomial has a complex root)
• 代数几何 dài shù jǐ hé: algebraic geometry
• 代数几何学 dài shù jǐ hé xué: algebraic geometry
• 代数式 dài shù shì: algebraic formula
• 代数拓扑 dài shù tuò pū: algebraic topology (math.)
• 代数数域 dài shù shù yù: algebraic number field (math.)
• 代数方程 dài shù fāng chéng: algebraic equation
• 代数曲线 dài shù qū xiàn: algebraic curve
• 代数曲面 dài shù qū miàn: algebraic surface
• 代数簇 dài shù cù: algebraic variety (math.)
• 代数结构 dài shù jié gòu: algebraic structure
• 代数群 dài shù qún: algebraic group (math.)
• 代数量 dài shù liàng: algebraic quantity
• 初等代数 chū děng dài shù: elementary algebra
• 向量代数 xiàng liàng dài shù: vector algebra
• 布尔代数 bù ěr dài shù: Boolean algebra
• 抽象代数 chōu xiàng dài shù: abstract algebra
• 李代数 lǐ dài shù: Lie algebra (math.)
• 泛代数 fàn dài shù: universal algebra
• 线性代数 xiàn xìng dài shù: linear algebra
• 高等代数 gāo děng dài shù: higher algebra
• 高维代数簇 gāo wéi dài shù cù: (math.) higher dimensional algebraic variety

代数의 구성 단어

• 代 dài: to substitute
• 数 shǔ: to count
• 数 shù: number
• 数 shuò: frequently