JUN Y. | DEPARTMENT OF MATHEMATICS EDUCATION, GYEONGSANG NATIONAL UNIVERSITY.
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概要
関連著者
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JUN Y.
DEPARTMENT OF MATHEMATICS EDUCATION, GYEONGSANG NATIONAL UNIVERSITY.
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Roh E.
Department Of Mathematics Education And Research Institute Of Natural Science Gyeongsang National Un
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Meng J.
Department Of Mathematics Northwest University
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Hong S.
Department Of Astronomy Seoul National University
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WEI S.
INSTITUTE OF MATHEMATICS, HUAIBEI COAL MINING TEACHER'S COLLEGE
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MENG J.
DEPARTMENT OF MATHEMATICS, NORTHWEST UNIVERSITY
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Roh E.
Department Of Mathematics Education And Research Institute Of Natural Science Gyeongsang National Un
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Wei S.
Institute Of Mathematics Huaibei Coal Mining Teacher's College
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Kim S.
Department Ob
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HONG S.
DEPARTMENT OF MATHEMATICS, AND RESEARCH INSTITUTE OF NATURAL SCIENCE, GYEONGSANG NATIONAL UNIVERSITY
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KIM J.
Department of Physiology, School of Dentistry and Dental Research Institute, Seoul National Universi
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Kim J.
Department Of Mathematics Korea Alrforce Academy.
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KIM H.
#NAME?
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SONG S.
Department of Pathology, Baylor College of Medicine
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Kim H.
Department Of Advanced Materials Science The University Of Tokyo
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Kim S.
Department Of Mathematics Gyeongsang National University
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Nam J.
Department Of Mathematics Gyeongsang National University
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Kim J.
Departamento De Ciencias Exatas E Da Terra Universidade Federal De Sao Paulo
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Kim H.
Department Of Mathematics Education Chungbuk National University
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KIM S.
Department of Mathematics Education, Kongju University
著作論文
- BCK-ALGEBRAS INHERITED FROM THE POSETS
- A NOTE ON -IDEALS IN BCI-ALGEBRAS
- SOME IDEALS IN BCI-ALGEBRAS
- A NOTE ON IDEALS IN BCI-ALGEBRAS
- BCI-ALGEBRAS OF ORDER 6
- A NOTE ON FILTERS OF BCK-ALGEBRAS
- ANNIHILATORS IN BCI-ALGEBRAS
- FUZZY DUAL IDEALS IN BCK-ALGEBRAS (III)
- ON A PROBLEM IN BCI-ALGEBRAS
- IMPLICATIVE SEMILATTICES ARE EQUIVALENT TO POSITIVE IMPLICATIVE BCK-ALGEBRAS WITH CONDITION (S)
- FUZZY BCK-FILTERS
- ON FUZZY DEDUCTIVE SYSTEMS IN ORTHOLATTICES