Jun Young | Department Of Mathematics Education Gyeongsang National University
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概要
関連著者
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Jun Young
Department Of Mathematics Education Gyeongsang National University
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Jun Young
Department Of Mathematicas Education Gyeongsang National University
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Jun Young
Department Of Mathematics Education (and Rins) Gyeongsang National University
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JUN YOUNG
DEPARTMENT OF MATHEMATICS EDUCATION (AND RINS), GYEONGSANG NATIONAL UNIVERSITY
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Roh Eun
Department Of Mathematics Education Chinju National University Of Education
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Roh Eun
Department Of Laboratory Medicine Seoul National University College Of Medicine
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Xin Xiao
Department Of Mathematics Northwest University
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ROH EUN
DEPARTMENT OF MATHEMATICS EDUCATION, CHINJU NATIONAL UNIVERSITY OF EDUCATION
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ZAHEDI M.
Department of Mathematics Kerman University
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Zhang Qun
Department of Physical Electronics, Tokyo Institute of Technology
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Zhang Qun
Department Of Mathematics South-central University For Ethnic Communities
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BORZOEI R.
Department of Mathematics Shahid Bahonar University of Kerman
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Borzoei R.
Department Of Mathematics Kerman University
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Zhang Qun
Department Of Applied Pharmacology Graduate School Of Medicine And Pharmaceutical Sciences Universit
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Meng Jie
Department Of Mathematics Northwest University
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Kim Kyung
Department Of Mathematics Chungju National University
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Kim Kyung
Department Of Anesthesia And Pain Medicine School Of Medicine Pusan National University
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Harizavi Habib
Department Of Mathematics Shahid Chamran University
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Harizavi Habib
Department Of Mathematics Sistan And Baluchestan University
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HASANKHANI A.
Department of Mathematics Sistan and baluchestan University
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KIM KYUNG
DEPARTMENT OF MATHEMATICS, CHUNGJU NATIONAL UNIVERSITY
著作論文
- ATOMATIC EXTENSIONS OF BCK-ALGEBRAS TO PROPER BCI-ALGEBRAS
- SOME RESULTS IN HYPER BCK-ALGEBRAS
- ON THE BRANCH OF BH-ALGEBRAS
- STRONG HYPERBCK-IDEALS OF HYPERBCK-ALGEBRAS
- SMARANDACHE HYPER K-ALGEBRAS
- H-FILTERS OF HILBERT ALGEBRAS
- ON HYPERK-ALGEBRAS
- ON A HYPERBCK-ALGEBRA THAT SATISFIES THE HYPERCONDITION
- FUZZY HYPERBCK-IDEALS OF HYPERBCK-ALGEBRAS
- DEDUCTIVE SYSTEMS OF HILBERT ALGEBRAS
- KS-FILTERS IN KS-ALGEBRAS