Yuehui Zhang

Auslander–Reiten translations in monomorphism categories

Abstract. We generalize Ringel and Schmidmeiers theory on the Auslander–Reiten translation of the submodule category 𝒮 2 (A)

RINGEL DUALS OF EXTENSION ALGEBRAS OF POSETS

\mathcal {S}_2(A)

Delivery Time Reliability Model of Logistics Network

to the monomorphism category 𝒮 n (A)

Discriminant feature extraction using dual-objective optimization model

\mathcal {S}_n(A)

Conjugation-uniqueness of exact Borel subalgebras

; the category consists of all chains of (n-1)

Directed Partial Orders on Complex Numbers and Quaternions over Non-Archimedean Linearly Ordered Fields

(n-1)

Directed Partial Orders on F ( i ) with 1 > 0

composable monomorphisms of A-modules. As in the case of n=2

Endomorphism category of an abelian category

n=2

Lattice-Ordered Matrix Rings Over Totally Ordered Rings

, 𝒮 n (A)

Models of Relative Nearness Incidence Based on Standard Distance Entropy

\mathcal {S}_n(A)