Pseudo Quasi-Ordered Residuated Systems, An Introduction
DA Romano - Pan-American Journal of Mathematics, 2022 - mathyze.com
The concept of quasi-ordered residuated systems was introduced in 2018 by S. Bonzio and
I. Chajda as a generalization of both hoop-algebras and commutative residuated lattices …
I. Chajda as a generalization of both hoop-algebras and commutative residuated lattices …
[PDF][PDF] PSEUDO QUASI-ORDERED RESIDUATED SYSTEMS, AN INTRODUCTION
DA ROMANO - Pan, 2022 - academia.edu
The concept of quasi-ordered residuated systems was introduced in 2018 by S. Bonzio and
I. Chajda as a generalization of both hoop-algebras and commutative residuated lattices …
I. Chajda as a generalization of both hoop-algebras and commutative residuated lattices …
[PDF][PDF] PSEUDO QUASI-ORDERED RESIDUATED SYSTEMS, AN INTRODUCTION
DA ROMANO - Pan, 2022 - scholar.archive.org
The concept of quasi-ordered residuated systems was introduced in 2018 by S. Bonzio and
I. Chajda as a generalization of both hoop-algebras and commutative residuated lattices …
I. Chajda as a generalization of both hoop-algebras and commutative residuated lattices …