… Given any finite-dimensional algebra, Jasso provides a suitable bijection between classes
of support τ-tilting modules [Jas15, Theorem 3.15], and shows that it is compatible with Iyama–…

… a recollement of extriangulated categories. We provide some methods to construct resolving
subcategories involved in a recollement and … of cotilting modules in a recollement of module …

… objects, then prove that the partial order has a close relationship with the factors of support
\(\tau _n\)-tilting modules (see Definition 3.1(c) and Proposition 4.4). In fact, we have the …

… As applications, we introduce the notions of support т-tilting subcategories and т-cotorsion …
Then we define support τ-tilting subcategories and τ-cotorsion pairs of extriangulated …

… \(\tau :{\mathcal {D}}\rightarrow {\mathcal {C}}\), then we have a lower … recollements of
triangulated categories. Specifically, our goal is to obtain some new ways to construct recollements …

… allows us to give a more explicit classification of support tau-tilting modules (see Section 5).
The description … Recollements of partially wrapped fukaya categories and surface cuts, 2023. …

… In Section 4, we show how construct recollements in the category of modules over triangular …
a recollement in functor categories we can induce a recollement between modules over …

… recollement from a known recollement is an effective method for investigating homological
properties of algebras. Han [15] proved that each recollement … inductively along recollements. …

… This work was partially supported by the … rigid modules of [BGMS23]. This suggests that
using 0-Auslander exact categories might help proving mutation of maximal almost-rigid modules …

… We conjecture that |$\tau $|-tilting tameness is equivalent to |$\textbf{g}$|-tameness. This, …
|$\tau $|-tilting tame, as conjectured in [17, Conjecture 3.22]. We do not discuss |$\tau $|-tilting …