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Tensor products of semilattices and fuzzy idealsKuraoka, Takashi · Fuzzy Sets and Systems · 2015

On the semilattice of inner extensions of a fuzzy partial algebraJ. Casasnovas; M. Monserrat; F. Rosselló · 2002

A Study of Ordered Ag-Groupoids in terms of Semilattices via Smallest (Fuzzy) IdealsAmjid, Venus; Yousafzai, Faisal; Hila, Kostaq · Advances in Fuzzy Systems · 2018

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COMPACTNESS, THE LÖWENHEIM-SKOLEM PROPERTY AND THE DIRECT PRODUCT OF LATTICES OF TRUTH VALUESMingsheng Ying; Mingsheng Ying · 1992

Removing measurements from quantum walksYing, Shenggang; Ying, Mingsheng · Physical Review A · 2013

Strassen's theorem for quantum couplingsZhou, Li; Ying, Shenggang; Yu, Nengkun; Ying, Mingsheng · Theoretical Computer Science · 2019

Reachability analysis of quantum Markov decision processesYing, Shenggang; Ying, Mingsheng · Information and Computation · 2018

Deduction Theorem for Many-Valued InferenceMingsheng Ying · 1991

On ϵ-fuzzy setsMingsheng Ying · 1989

Fuzzifying uniform spacesMingsheng Ying · 1993