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Nilradical of a ring (view)
searching for Radical of a ring 4 found (14 total)
alternate case: radical of a ring
Quasiregular element
(1,658 words)
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provides a computationally convenient way to work with the Jacobson radical of a ring. In this article, we primarily concern ourselves with the notion of
Nakayama's lemma
(3,600 words)
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Krull–Azumaya theorem — governs the interaction between the Jacobson radical of a ring (typically a commutative ring) and its finitely generated modules
Jacobus Verhoeff
(272 words)
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S2CID 10188422. Verhoeff, J. (1953). "Recent investigations about the radical of a ring". Rapport ZW. 1953–007. Math. Centrum Amsterdam. Verhoeff, J. "On
Idempotent (ring theory)
(2,175 words)
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a different reason. The only idempotent contained in the Jacobson radical of a ring is 0. A ring in which all elements are idempotent is called a Boolean