[HTML][HTML] Direct limits in the heart of a t-structure: the case of a torsion pair
CE Parra, M Saorín - Journal of pure and applied algebra, 2015 - Elsevier
We study the behavior of direct limits in the heart of a t-structure. We prove that, for any
compactly generated t-structure in a triangulated category with coproducts, countable direct …
compactly generated t-structure in a triangulated category with coproducts, countable direct …
Direct limits in the heart of a t-structure: the case of a torsion pair
CE Parra, MS Castaño - Journal of pure and applied algebra, 2015 - documat.unirioja.es
We study the behavior of direct limits in the heart of a t-structure. We prove that, for any
compactly generated t-structure in a triangulated category with coproducts, countable direct …
compactly generated t-structure in a triangulated category with coproducts, countable direct …
Direct limits in the heart of a t-structure: The case of a torsion pair
CE Parra, M Saorín - Journal of Pure and Applied Algebra, 2015 - infona.pl
We study the behavior of direct limits in the heart of a t-structure. We prove that, for any
compactly generated t-structure in a triangulated category with coproducts, countable direct …
compactly generated t-structure in a triangulated category with coproducts, countable direct …
Direct limits in the heart of a t-structure: the case of a torsion pair
CE Parra, MS Castaño - Journal of pure and applied algebra, 2015 - dialnet.unirioja.es
We study the behavior of direct limits in the heart of a t-structure. We prove that, for any
compactly generated t-structure in a triangulated category with coproducts, countable direct …
compactly generated t-structure in a triangulated category with coproducts, countable direct …
Direct limits in the heart of a t-structure: the case of a torsion pair
CE Parra, M Saorín - arXiv preprint arXiv:1311.6166, 2013 - arxiv.org
We study the behavior of direct limits in the heart of a t-structure. We prove that, for any
compactly generated t-structure in a triangulated category with exact coproducts, countable …
compactly generated t-structure in a triangulated category with exact coproducts, countable …
[引用][C] Direct limits in the heart of a t-structure: The case of a torsion pair
CE Parra, M Saorín - Journal of Pure and Applied Algebra, 2015 - cir.nii.ac.jp
Direct limits in the heart of a t-structure: The case of a torsion pair | CiNii Research CiNii 国立
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情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 論文・データをさがす …
Direct limits in the heart of a t-structure: the case of a torsion pair
CE Parra, M Saorín - arXiv e-prints, 2013 - ui.adsabs.harvard.edu
We study the behavior of direct limits in the heart of a t-structure. We prove that, for any
compactly generated t-structure in a triangulated category with exact coproducts, countable …
compactly generated t-structure in a triangulated category with exact coproducts, countable …
[PDF][PDF] Direct limits in the heart of a t-structure: the case of a torsion pair
CE Parra, M Saorın - arXiv preprint arXiv:1311.6166, 2013 - academia.edu
We study the behavior of direct limits in the heart of a t-structure. We prove that, for any
compactly generated t-structure in a triangulated category with coproducts, countable direct …
compactly generated t-structure in a triangulated category with coproducts, countable direct …
Addendum to'Direct limits in the heart of a t-structure: The case of a torsion pair'
CE Parra, M Saorín - arXiv preprint arXiv:1509.00258, 2015 - arxiv.org
Let $\mathcal {G} $ be a Grothendieck category, let $\mathbf {t}=(\mathcal {T},\mathcal {F}) $
be a torsion pair in $\mathcal {G} $ and let $(\mathcal {U} _\mathbf {t},\mathcal {W} _\mathbf …
be a torsion pair in $\mathcal {G} $ and let $(\mathcal {U} _\mathbf {t},\mathcal {W} _\mathbf …
Addendum to'Direct limits in the heart of a t-structure: The case of a torsion pair'
CE Parra, M Saorín - arXiv e-prints, 2015 - ui.adsabs.harvard.edu
Abstract Let $\mathcal {G} $ be a Grothendieck category, let $\mathbf {t}=(\mathcal
{T},\mathcal {F}) $ be a torsion pair in $\mathcal {G} $ and let $(\mathcal {U} _\mathbf …
{T},\mathcal {F}) $ be a torsion pair in $\mathcal {G} $ and let $(\mathcal {U} _\mathbf …