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15
122
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The divisors of $X^n$

Published on
#polynomials #ring-theory
310
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Prove that $I$ and $R/I$ are principal ideal rings if and only if $R$ is a principal ideal ring.

Published on
#ring-theory #modules
111
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Showing a commutative ring with field subring has a unique ring homomorphism on polynomials

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#abstract-algebra #polynomials #ring-theory #field-theory #ring-homomorphism
267
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The kernel of this evaluation map.

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#abstract-algebra #ring-theory
384
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uncountable ring with countable quotient ring?

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#abstract-algebra #ring-theory
522
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Endomorphism of a rings

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#abstract-algebra #ring-theory #noetherian #ring-isomorphism #morphism
515
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Integral Domains and Maximal Ideals

Published on
#ring-theory #ideals #integral-domain
439
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Why is $k[X]/(X^2 -1)$ isomorphic to $k^2$?

Published on
#ring-theory
213
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On the first Weyl Algebra

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#abstract-algebra #ring-theory #noncommutative-algebra
589
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R[x]/(x^4+1) isomorphic to direct sum of complex numbers

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#abstract-algebra #ring-theory #complex-numbers #quotient-spaces #ring-isomorphism
124
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Ideals of $P_3$

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#abstract-algebra #group-theory #proof-verification #ring-theory #abelian-groups
71
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Describe the ring $\mathbb{Z}[x]/I$ for the ideals $I$

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#abstract-algebra #polynomials #ring-theory #ideals #factoring
30
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Union of partial ring is not a partial ring

Published on
#ring-theory
54
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Definition of $\mathbb{Q}(\theta)$

Published on
#abstract-algebra #ring-theory #field-theory #algebraic-number-theory
238
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Regularity of localisation of a polynomial ring.

Published on
#ring-theory #commutative-algebra #krull-dimension #regular-rings

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