- 代数学 dàishùxué algebraThe branch of mathematics that uses letters and symbols to represent numbers and quantities in formulae and equations; often shortened to [[代数|代數|dai4 shu4]]
- 代数和 dàishùhé algebraic sum
- 代数式 dàishùshì algebraic expressiona mathematical expression consisting of numbers, variables, and operators
- 布尔代数 bù'ěrdàishù Boolean algebraa branch of mathematics and logic that deals with operations on logical values
- 李代数 lǐdàishù Lie algebraLie algebra; a specific type of mathematical structure used in algebra and geometry
- 代数群 dàishùqún algebraic groupalgebraic group; a group that is an algebraic variety such that its group operations are regular maps
- 代数学基本定理 dàishùxuéjīběndìnglǐ fundamental theorem of algebrathe theorem stating that every non-constant single-variable polynomial with complex coefficients has at least one complex root
- 代数拓扑 dàishùtuòpū algebraic topologythe branch of mathematics that uses tools from abstract algebra to study topological spaces
- 代数数域 dàishùshùyù algebraic number fielda finite-degree field extension of the field of rational numbers in mathematics
- 代数方程 dàishùfāngchéng algebraic equationan equation in mathematics consisting of algebraic expressions; examples include linear and quadratic equations
- 代数方程式 dàishùfāngchéngshì algebraic equationA mathematical statement written using operators, numbers, and variables representing quantities that are equal; an algebraic formula
- 代数曲线 dàishùqūxiàn algebraic curvemathematical curve defined by a polynomial equation
- 代数曲面 dàishùqūmiàn algebraic surface
- 代数簇 dàishùcù algebraic varietythe set of solutions to a system of polynomial equations in mathematics
- 代数结构 dàishùjiégòu algebraic structure(mathematics) a set with one or more operations that satisfy specific axioms
- 代数量 dàishùliàng algebraic quantity
- 初等代数 chūděngdàishù elementary algebra
- 向量代数 xiàngliàngdàishù vector algebra
- 抽象代数 chōuxiàngdàishù abstract algebra
- 泛代数 fàndàishù universal algebrathe field of mathematics that studies algebraic structures themselves, rather than examples of specific types of algebras
- 线性代数 xiànxìngdàishù linear algebrabranch of mathematics that studies vectors, matrices, determinants, and linear transformations
- 高等代数 gāoděngdàishù higher algebra
- 交换代数 jiāohuàndàishù commutative algebrathe branch of mathematics that studies commutative rings and their properties
- 高维代数簇 gāowéidàishùcù higher-dimensional algebraic variety(math.) higher dimensional algebraic variety
- 交换代数学 jiāohuàndàishùxué commutative algebra(math.) commutative algebra
- 代数几何 dàishùjǐhé algebraic geometrythe branch of mathematics that studies the solutions of sets of algebraic equations using techniques from geometry
- 代数几何学 dàishùjǐhéxué algebraic geometryThe branch of mathematics that combines abstract algebra with geometry to study the sets defined by algebraic equations.
- 代数函数 dàishùhánshù algebraic functionan algebraic function in mathematics
- 代数函数论 dàishùhánshùlùn algebraic function theoryalgebraic function theory in mathematics
- 代数基本定理 dàishùjīběndìnglǐ fundamental theorem of algebrafundamental theorem of algebra; the mathematical theorem stating that every non-constant single-variable polynomial with complex coefficients has at least one complex root