The representation of square root quasi-pseudo-MV algebras

Author:

Chen Wenjuan,Dudek Wieslaw A.

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology,Theoretical Computer Science,Software

Reference19 articles.

1. Bou F, Paoli F, Ledda A, Freytes H (2008) On some properties of quasi-MV algebras and $$\sqrt{^{\prime }}$$ ′ quasi-MV algebras Part II. Soft Comput 12:341–352

2. Bou F, Paoli F, Ledda A, Spinks M, Giuntini R (2010) The logic of quasi-MV algebras. J Log Comput 20:619–643

3. Chang CC (1958) Algebraic analysis of many valued logics. Trans Am Math Soc 88:467–490

4. Chen WJ, Dudek WA (2014) Quantum computational algebra with a non-commutative generalization, Math Slovaca (accepted). Article ID 166

5. Di Nola A, Georgescu G, Iorgulescu A (2002) Pseudo BL algebras: part I. Multi Val Log 8:673–714

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1. On EMV-algebras with square roots;Journal of Mathematical Analysis and Applications;2023-08

2. States, state operators and quasi-pseudo-MV algebras;Soft Computing;2018-02-13

3. Ideals and congruences in quasi-pseudo-MV algebras;Soft Computing;2017-10-03

4. Weak Pseudo-Quasi-Wajsberg Algebras;Quantitative Logic and Soft Computing 2016;2016-09-22

5. Some classes of quasi-pseudo-MV algebras:;Logic Journal of IGPL;2016-06-22

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