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A Novel Framework for Lim-inf Convergence in Posets被引量：1
《Acta Mathematica Sinica,English Series》2022年第5期953-962,共10页Bin ZHAO Jing LU 
Supported by the National Natural Science Foundation of China(Grant Nos.11531009,12101383);the Fundamental Research Funds for the Central Universities(Grant No.GK202103006)。
In this paper,we give a novel framework for lim-inf convergence in posets through the concept of T_(0) enriched closure spaces.More precisely,we define and study Enr-convergence in T_(0) enriched closure spaces.Especi...
关键词：Closure opeartor lim-inf convergence Enr-convergence enriched continuous space 
Conditional Probability on the Kpka's D-posets
《Acta Mathematica Sinica,English Series》2012年第11期2197-2204,共8页Karol SAMUELCÍK Ivana HOLLÁ 
Kopka＇s D-poset is a very important notion in quantum structures. In this paper the conditional probability on the Kopka＇s D-posets is studied. The notion of conditional probability is introduced and the basic prope...
关键词：Kopka＇s D-posers conditional probability on the Kopka＇s D-posers 
Prinjective Ringel-Hall Algebras for Posets of Finite Prinjective Type
《Acta Mathematica Sinica,English Series》2009年第7期1183-1190,共8页Justyna KOSAKOWSKA 
In the present paper we investigate prinjective Ringel-Hall algebras, for prinjective modules over incidence algebras of posers of finite prinjective type. Results we obtain are analogous to these, given by C. M. Ring...
关键词：prinjective modules poset representations Ringel-Hall algebras Hall polynomials 
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