Subring of a Ring - Definition & Example - Ring Theory - Algebra
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- เผยแพร่เมื่อ 10 ก.ย. 2024
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What is a Subring ?
, i will explain this definition in today's video with some examples.
which is a very important topic of Ring Theory
everything is explained in Hindi
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Before this topic i did various other topics of Real Analysis:
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Thanku very much mam .ur teaching style is fabulous and very easy
lock down me aapka struggle ham puri zindgi nahi bhulenge
I work in Algebraic geometry, with theoretical examples of a Noeterian ring. For example, consider every closed-map of $R^{n}\to{} R^{n+1}$, in general $R^{n}$ has a closed ring since any point $p$ is a limit on spaces of $R^{n}$ .
But if it is Noeterian, can every point $p$ of a Lie-maximal Group "be simple and compact in $R^{n}$ ? , or can the morphism of a closed-map be fulfilled in $R^{ n}\to{} G(R^{n+1}) ? .
In general, if the ring of $R^{n}$ is Noeterian, it is true that $R^{n}\to{} R^{m}$ or a subspace of $R^{n}$ Which also writes the Noeterian ring as the subring of $R^{n}$ (In general for a Noeterian ring, not every point $p$ is a limit of $R^{n}$ If not for limits that correspond to a subspace "or subring" in $R^{m}$
Thnx👏
Thank so much ma'am 🙏
Thank you so much mam
maim tu si great ho
For this reason, the Noetherian ring "discriminant of $R^{n}$ is local with a Riemannian metric in each given Tangent-space $T(M)\otimes{} T^{*}$
Graph theory ka bhi video bnaeya na ma'am plz🙏
Mam thanks for your videos. Just a question - Shouldn't subring contain UNITY elements too ?
Not necessary
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Thank you maam
Excellent
Mam, my sister is a nice teacher like you. She also have good number of views on her channel but subscriber are not that much. Please guide us what should we do.
Thanks mam
Mam ideal k baray ma koi video ni??
Bahut saare he
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