- 極大理想
- maximal: adj. 極為可能的；最大的；最高的；最全的。 adv. ...
- ideal: adj. 1.理想的，典型的。 2.觀念的；想像的；空想 ...
- maximales ideal maximal ideal: 極大理想
- maximal ideal space: 極大理想空間
- maximal right ideal: 極大右理想
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maximal ideal中文什么意思
- 極大理想
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例句與用法
- Locally maximal ideals on posets
偏序集上的局部極大理想 - Regular maximal ideal
正則極大理想 - The basic properties of matrix subalgebra were investiaged , the matrix subalgebra was generated by a single matrix , all maximal ideals were classified , the necessary and sufficient conditions for the subalgebra to be semisimple algebra were given
摘要研究了由一個矩陣生成的拒陣子代數(shù)的基本性質(zhì)，給出了其極大理想的完全分類及這類子代數(shù)是半單代數(shù)的充要條件。 - In chapter 2 , one type of maximal subgroups in symplectic groups over local rings are obtained . let r be a local ring and char r 2 , mbea positive integer , s be the unique maximal ideal of r , we define . then g ( s ) is a maximal subgroups of sp ( 2m , r )
在第二章中，得到了局部環(huán)上辛群的一類極大子群：設r是一個特征不為2的局部環(huán)， m是個正整數(shù)， s是r的唯一極大理想，則g ( s )是sp ( 2m ， r )的一個極大子群。
百科釋義
In mathematics, more specifically in ring theory, a maximal ideal is an ideal which is maximal (with respect to set inclusion) amongst all proper ideals. In other words, I is a maximal ideal of a ring R if there are no other ideals contained between I and R.
詳細百科解釋