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David White
David White
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jsfdlkdj
jsfdlkdj
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It is known that there is a model structure on category of dg algebras (non-commutative over arbitrary commutative ring). In particular it is complete and co-complete category. My question is what how to construct limits and co-limits. I'm especially interested in co-equalizers.

It is known that there is a model structure on category of dg algebras (non-commutative over arbitrary commutative ring). In particular it is complete and co-complete category. My question is what how construct limits and co-limits. I'm especially interested in co-equalizers.

It is known that there is a model structure on category of dg algebras (non-commutative over arbitrary commutative ring). In particular it is complete and co-complete category. My question is how to construct limits and co-limits. I'm especially interested in co-equalizers.

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jsfdlkdj
jsfdlkdj
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Coequalizer in category of dg-algebras

It is known that there is a model structure on category of dg algebras (non-commutative over arbitrary commutative ring). In particular it is complete and co-complete category. My question is what how construct limits and co-limits. I'm especially interested in co-equalizers.