algebraic algebra
- algebraic algebra的基本解释
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代数的代数
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It reflects the algebra in other algebraic structure of the basic idea.
它体现了代数学中研究其他代数结构的基本思路。
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As an important algebraic tool, DG algebra turns out to be very important.
作为一个重要的代数工具,日益显示出其重要价值。
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They are studied for their global properties by the methods of algebra and algebraic topology and form a natural domain for the global analysis of differential equations.
它们的整体性质用代数和代数拓扑的方法进行研究,并且形成微分方程式的整体分析的一个自然的领域。
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They are studied for their global properties by the methods of algebra and algebraic topology and form a natural domain for the global analysis of differ tial equations.
它们的整体性质用代数和代数拓扑的方法进行研究,并且形成微分方程式的整体分析的一个自然的领域。
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Since there are special courses devoted to commutative algebra and algebraic geometry, these parts are not included in the present course.
因此选择的内容应有普适性、示范性、基础性、重要性和可教性。过于专门化的理论或细节不是这门课的任务。
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algebraic algebra:代数的代数
algebraic affine variety 仿射代数集 | algebraic algebra 代数的代数 | algebraic branch point 代数分歧点
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algebraic lie algebra:代数的李代数
algebraic irrational number 代数无理数 | algebraic lie algebra 代数的李代数 | algebraic logic of pocket calculator 袖珍计算机的代数逻辑
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algebraic lie algebra:代数李代数
algebraic language | 代数语言 | algebraic Lie algebra | 代数李代数 | algebraic linear functional | 代数线性泛函
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Hopf Algebra , Algebraic Group and Qua ntum:代数与代数群量子群
代数几何 Algebraic Geometry | Hopf代数与代数群量子群 Hopf Algebra , Algebraic Group and Qua ntum | 量子群表示 Representation of Quantum Groups
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Hopf Algebra , Algebraic Group and Quantum Group:代数与代数群量子群
代数几何 Algebraic Geometry | Hopf代数与代数群量子群 Hopf Algebra , Algebraic Group and Quantum Group | 量子群表示 Representation of Quantum Groups
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