查询词典 algebra
- 与 algebra 相关的网络解释 [注:此内容来源于网络,仅供参考]
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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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Hopf Algebra , Algebraic Group and Qua ntumGroup: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 ntumGroup | 量子群表示 Representation of Quantum Groups
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Hopf Algebra , Algebraic Group and Qua ntum 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 Qua ntum Group | 量子群表示 Representation of Quantum Groups
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algebraic branch point:代数分歧点
algebraic algebra 代数的代数 | algebraic branch point 代数分歧点 | algebraic calculus 代数计算
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algebraic complement:代数余子式
algebra of matrices (矩)阵代数 | algebraic complement 代数余子式 | algebraic expression 代数(表达)式
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general algebraic equation:一般方程
general algebra 一般代数 | general algebraic equation 一般方程 | general associative law 一般结合律
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daisuushiki; algebraic expression:代数式
代数学daisuugaku; algebra | 代数式daisuushiki; algebraic expression | 代走daisou; substitute runner
- 相关中文对照歌词
- Algebra
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- Wonderful World
- Your Algebra
- Analyse
- Mr. Spindel's Phone Call
- There Is No Mathematics To Love And Loss
- Friendship Isn't What It Used To Be
- Mo Money Mo Murder (Homicide)
- A
- 推荐网络解释
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genetic recombination:遗传重组
第三节基因重组和基因杂交基因重组(gene recombination) 遗传重组(genetic recombination):两个独立基因组内的遗传基因,通过一定的途径转移到一起,形成新的稳定基因组的过程.
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d-c restorer:直流分量还原器
d-c reinsertion 直流成分恢复 | d-c restorer 直流分量还原器 | d-c ringer 直流电铃
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underdevelopment:低度發展
[2]"低度发展"(underdevelopment)有时也被称为"病态发展"(mai-development). 前者是依附论学者专门使用的概念,后者则为其他学者也使用.