COMMUTATIVE RINGS OF PRIME CHARACTERISTIC IN WHICH SUBRINGS OF MONOGENIC SUBRINGS ARE MONOGENIC

P. A. FREIDMAN; I. L. HMELNITSKII

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COMMUTATIVE RINGS OF PRIME CHARACTERISTIC IN WHICH SUBRINGS OF MONOGENIC SUBRINGS ARE MONOGENIC

机译：单子系子为单子的本征特征的交换环

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摘要

We describe commutative rings of prime characteristic with the property indicated in the title of the paper.

机译：我们用本文标题中指出的性质描述了本征特征的交换环。

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《International journal of algebra and computation》 |2007年第6期|共7页
作者
P. A. FREIDMAN; I. L. HMELNITSKII;
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正文语种 eng
中图分类数学;
关键词
Associative ring; monogenic subring;

机译：缔合环;单价亚环;

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专利

1. COMMUTATIVE RINGS OF PRIME CHARACTERISTIC IN WHICH SUBRINGS OF MONOGENIC SUBRINGS ARE MONOGENIC [J] . P. A. FREIDMAN, I. L. HMELNITSKII International journal of algebra and computation . 2007,第5a6期

机译：单子系子为单子的本征特征的交换环
2. On maximal commutative subrings of non-commutative rings [J] . Karamzadeh O. A. S., Nazari N. Communications in algebra . 2018,第11a12期

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3. Quasi-factorially closed subrings of commutative rings [J] . Chakraborty S., Gurjar R. V., Mondal D. Journal of Algebra . 2019,第期

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4. Monogenic Functions in Commutative Algebras [C] . Vitalii Shpakivskyi International Society for Analysis, Applications, and Computation Congress . 2019

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7. Coefficient subrings of certain local rings with prime-power characteristic [O] . Takao Sumiyama 1995

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COMMUTATIVE RINGS OF PRIME CHARACTERISTIC IN WHICH SUBRINGS OF MONOGENIC SUBRINGS ARE MONOGENIC

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