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How about the Lie algebra over communtativecommutative ring?

It is just like the linear algebra over communtativecommutative ring  (maybe advanced linear algebra),that that is a nature extension and can make the structure of Lie algebra more algebraic,but but I find little book discussing this topic.

I just know Weibei’sWeibel’s book “Homological Algebra” discuss something,butsomething, but that is just a form,do do not pay more attention to the Lie algebra and show some difference between field coefficient and ring coefficient.

Does anybody know something else?

How about the Lie algebra over communtative ring?

It is just like the linear algebra over communtative ring(maybe advanced linear algebra),that is a nature extension and can make the structure of Lie algebra more algebraic,but I find little book discussing this topic.

I just know Weibei’s book “Homological Algebra” discuss something,but that is just a form,do not pay more attention to the Lie algebra and show some difference between field coefficient and ring coefficient.

Does anybody know something else?

How about the Lie algebra over commutative ring?

It is just like the linear algebra over commutative ring  (maybe advanced linear algebra), that is a nature extension and can make the structure of Lie algebra more algebraic, but I find little book discussing this topic.

I just know Weibel’s book “Homological Algebra” discuss something, but that is just a form, do not pay more attention to the Lie algebra and show some difference between field coefficient and ring coefficient.

Does anybody know something else?

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Strongart
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How about the Lie algebra over communtative ring?

It is just like the linear algebra over communtative ring(maybe advanced linear algebra),that is a nature extension and can make the structure of Lie algebra more algebraic,but I find little book discussing this topic.

I just know Weibei’s book “Homological Algebra” discuss something,but that is just a form,do not pay more attention to the Lie algebra and show some difference between field coefficient and ring coefficient.

Does anybody know something else?