References

[Ada16]
The classification of \(\tau\)-tilting modules over Nakayama algebras
Takahide Adachi.
J. Algebra, 452 (2016), 227–262.
DOI arXiv
[AHJ+24]
A characterisation of higher torsion classes
Jenny August, Johanne Haugland, Karin M Jacobsen, Sondre Kvamme, Yann Palu, and Hipolito Treffinger.
Forum of Mathematics, Sigma 13 (2024), e33.
DOI arXiv
[AHJ+25]
Higher torsion classes, \(\tau_d\)-tilting theory, and silting complexes
Jenny August, Johanne Haugland, Karin M Jacobsen, Sondre Kvamme, Yann Palu, and Hipolito Treffinger.
In preparation (2025+).
[AIR14]
\(\tau\)-tilting theory
Takahide Adachi, Osamu Iyama, and Idun Reiten.
Compos. Math. 150 (2014), no.3, 415-452(en).
DOI arXiv
[AJST22]
On higher torsion classes
Javad Asadollahi, Peter Jørgensen, Sibylle Schroll, and Hipolito Treffinger.
Nagoya Math. J. 248 (2022), 823–848.
DOI arXiv
[JJ20]
Maximal \(\tau_d\)-rigid pairs
Karin M. Jacobsen and Peter Jørgensen.
J. Algebra 546 (2020), 119–134.
DOI arXiv
[Jør16]
Torsion classes and t-structures in higher homological algebra
Peter Jørgensen.
Int. Math. Res. Not. IMRN 13 (2016), 3880–3905
DOI arXiv
[MM23]
\(n\)-term silting complexes in \(\mathrm{K}^b(\operatorname{proj}(\Lambda))\)
Luis Martínez and Octavio Mendoza.
J. Algebra 622 (2023), 98–133.
DOI arXiv
[RV24]
\(\tau_d\)-tilting theory for Nakayama algebras
Endre S. Rundsveen and Laertis Vaso.
arXiv preprint, (2024).
arXiv
[Vas19]
\(n\)-cluster tilting subcategories of representation-directed algebras
Laertis Vaso.
J. Pure Appl. Algebra, 223 (2019), no. 5, 2101-2122.
DOI arXiv
[ZZ23]
Support \(\tau_n\)-tilting pairs
Panyue Zhou and Bin Zhu.
J. Algebra 616 (2023), 193–211.
DOI arXiv