jacobson radical造句
例句與造句
- So, for commutative rings, the nilradical is contained in the Jacobson radical.
- Lifting is most important when, the Jacobson radical of " R ".
- The Jacobson radical of a ring has various internal and external characterizations.
- If " R " is commutative, the Jacobson radical always contains the nilradical.
- As with other center of the ring are also in the Jacobson radical.
- It's difficult to find jacobson radical in a sentence. 用jacobson radical造句挺難的
- The Jacobson radical is very similar to the nilradical in an intuitive sense.
- The only idempotent contained in the Jacobson radical of a ring is 0.
- It is contained in, but in general not equal to, the ring's Jacobson radical.
- Elements of the Jacobson radical and nilradical can be therefore seen as generalizations of 0.
- *PM : properties of the Jacobson radical, id = 3152-- WP guess : properties of the Jacobson radical-- Status:
- *PM : properties of the Jacobson radical, id = 3152-- WP guess : properties of the Jacobson radical-- Status:
- In the next few years several other radicals were discovered, of which the most important example is the Jacobson radical.
- From the above properties, a ring is semisimple if and only if it is Artinian and its Jacobson radical is zero.
- If these properties hold, then the unique maximal left ideal coincides with the unique maximal right ideal and with the ring's Jacobson radical.
- *PM : proof of characterizations of the Jacobson radical, id = 3137-- WP guess : proof of characterizations of the Jacobson radical-- Status:
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