In chapter two,We study the additivity of Jordan triple elementary maps on triangular algebras,a special non-self-adjoint algebra.
第二章主要研究了一类特殊的非自伴代数—三角代数上的Jordan三元初等映射的可加性问题。
参考来源 - Jordan初等映射的可加性·2,447,543篇论文数据,部分数据来源于NoteExpress
本文证明了强可的极大三角代数的同构是空间实现的。
In the paper, we proved that every isomorphism of strohglyreducible triangular algebras is spatial.
她说:“我完全做不了代数,学校又从不允许我尝试几何和三角。”
I absolutely cannot do algebra, was never allowed to try geometry and trigonometry.
虽然这些计算无非是最基本的三角形和代数计算,但是所使用的公式非常复杂。
Although these calculations are nothing more than basic trigonometry and algebra, the formulas are very complicated.
If you don't know how to measure anything, you are doing algebra and trigonometry.
如果你不知道如何进行测量,你就是在研究代数或者三角函数了
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