[HTML][HTML] A t-structure on the -category of mixed graded modules
E Pavia - Journal of Homotopy and Related Structures, 2023 - Springer
In this work, we shall study in a purely model-independent fashion the∞-category of mixed
graded modules over a ring of characteristic 0, as defined by D. Calaque, T. Pantev, M …
graded modules over a ring of characteristic 0, as defined by D. Calaque, T. Pantev, M …
[PDF][PDF] A t-structure on the∞-category of mixed graded modules
E Pavia - arXiv preprint arXiv:2207.11994, 2022 - academia.edu
In this work, we shall study in a purely model-independent fashion the∞-category of mixed
graded modules over a ring of characteristic 0, as defined in [PTVV13] and [CPT+ 17], and …
graded modules over a ring of characteristic 0, as defined in [PTVV13] and [CPT+ 17], and …
A -structure on the -category of mixed graded modules
E Pavia - arXiv e-prints, 2022 - ui.adsabs.harvard.edu
In this work, we shall study in a purely model-independent fashion the $\infty $-category of
mixed graded modules over a ring of characteristic $0 $, and collect some basic results …
mixed graded modules over a ring of characteristic $0 $, and collect some basic results …
A -structure on the -category of mixed graded modules
E Pavia - arXiv preprint arXiv:2207.11994, 2022 - arxiv.org
In this work, we shall study in a purely model-independent fashion the $\infty $-category of
mixed graded modules over a ring of characteristic $0 $, and collect some basic results …
mixed graded modules over a ring of characteristic $0 $, and collect some basic results …
[PDF][PDF] A t-structure on the∞-category of mixed graded modules
E Pavia - arXiv preprint arXiv:2207.11994, 2022 - researchgate.net
In this work, we shall study in a purely model-independent fashion the∞-category of mixed
graded modules over a ring of characteristic 0, as defined in [PTVV13] and [CPT+ 17], and …
graded modules over a ring of characteristic 0, as defined in [PTVV13] and [CPT+ 17], and …