[KSCI] Korea Science Citation Index Service

Ahn, Sun-Shin (Department of Mathematics Education Dongguk University)
Bang, Keumseong (Department of Mathematics The Catholic University of Korea)

Publication Information

Abstract

In this paper, we obtain Hon(P,- ) is an exact functor if P is a p-projective BCI-algebra.

Keywords

BCK/BCI-algebra; regular; exact; hom(exact) functor; (p-)projective BCI-algebra;

Citations & Related Records

1	On Hom(-,-) as BCK/BCI-algebras / [ Y.B.Jun;J.Meng ] / Kyungpook Math. J.
2	On projective and p-pojective BCI-algebras / [ Y.Liu ] / Selected Papers on BCK and BCI-algebras
3	Some universal properties of BCT-algebras / [ Z.M.Chen;H.X.Wang ] / Kobe J. Math.
4	p-Projective BCI-algebras / [ C.S.Hoo;Y.B.Jun ] / Math. Japanica
5	A horn functor in BCK/BCT-algebras / [ S.S.Ann;H.S.Kim ] / Kyungpook Math. J. 과학기술학회마을
6	Some results on p-semisimple BCI-algebras / [ Y.Liu ] / Math. Jaopnica
7	A note on BCI-algebras / [ E.Y.Deeba;S.K.Goel ] / Math. Japonica
8	/ [ D.G.Northcott ] / A first course of hamological algebra
9	/ [ J.Meng;Y.B.Jun ] / BCK-algebras
10	A note on associative BCI-algebras / [ C.S.Hoo;P.V.R.Murty ] / Math. Japonica
11	A note on Hom(-,-) as BCT-algebras / [ Y.B.Jun;J.Meng ] / Commun. Korean Math. Soc.