D. Bravo

activity

20072024

most citedThe stable module category of a general ring

85 citations · 152 across the 11 of their papers we have counts for

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math.AC2024

Combinatorial free chain complexes over quotient polynomial rings

Daniel Bravo

We present a procedure that constructs, in a combinatorial manner, a chain complex of free modules over a polynomial ring in finitely many variables, modulo an ideal generated by q…

math.AC2017★ 1 cited

$FP_{n}$ -injective and $FP_{n}$ -flat covers and preenvelopes, and Gorenstein AC-flat covers

Daniel Bravo, Sergio Estrada, Alina Iacob

We prove that, for any $n \geq 2$ , the classes of $FP_{n}$ -injective modules and of $FP_{n}$ -flat modules are both covering and preenveloping over any ring $R$ . This includ…

Combinatorial free chain complexes over quotient polynomial rings

FPn​-injective and FPn​-flat covers and preenvelopes, and Gorenstein AC-flat covers

$FP_{n}$ -injective and $FP_{n}$ -flat covers and preenvelopes, and Gorenstein AC-flat covers