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Q. P. Hu and X. Li, “On BCH-Algebras,” Mathematics Seminar Notes (Kobe University), Vol. 11, No. 2, 1983, pp. 313-320.

has been cited by the following article:

  • TITLE: A New Branch of the Pure Algebra: BCL-Algebras

    AUTHORS: Yonghong Liu

    KEYWORDS: Logic Algebra, BCK-Algebra, BCI-Algebra, BCH-Algebra, BCL-Algebra

    JOURNAL NAME: Advances in Pure Mathematics, Vol.1 No.5, September 21, 2011

    ABSTRACT: The BCK/BCI/BCH-algebras finds general algebra system than Boolean algebras system. This paper presents a novel class of algebras of type (2, 0) called BCL-algebras. We found the BCL-algebras to be more extensive class than BCK/BCI/BCH-algebras in the abstract algebra. The BCL-algebras as a class of logical algebras are the algebraic formulations of the set difference together with its properties in set theory and the propositional calculus in logical systems. It is important that the BCL-algebras play an independent role in the axiom algebra system.