Dense submodule
In abstract algebra, specifically in module theory, a dense submodule of a module is a refinement of the notion of an essential submodule. If N is a dense submodule of M, it may alternatively be said that "N ⊆ M is a rational extension". Dense submodules are connected with rings of quotients in noncommutative ring theory. Most of the results appearing here were first established in , and .
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Dense submodule
In abstract algebra, specifically in module theory, a dense submodule of a module is a refinement of the notion of an essential submodule. If N is a dense submodule of M, it may alternatively be said that "N ⊆ M is a rational extension". Dense submodules are connected with rings of quotients in noncommutative ring theory. Most of the results appearing here were first established in , and .
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In abstract algebra, specifica ...... nse in a module with topology.
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抽象代数学、とくに加群論において、加群の稠密部分加群（ちゅう ...... 群において位相的に稠密かもしれないしそうでないかもしれない。
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In abstract algebra, specifica ...... e first established in , and .
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抽象代数学、とくに加群論において、加群の稠密部分加群（ちゅう ...... 群において位相的に稠密かもしれないしそうでないかもしれない。
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Dense submodule
@en
稠密部分加群
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