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Perioperative immunochemotherapy for resectable gastric or gastroesophageal junction cancer: a meta-analysis of efficacy and safety from randomized trials. [PDF]
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Positive Implication R0-Algebras
2009 WRI World Congress on Computer Science and Information Engineering, 2009The notion of positive implication $R_0$-algebras is introduced. The characteristic properties of positive implication $R_0$-algebras are obtained.
Yong Lin Liu +2 more
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2010 International Conference on Computational Intelligence and Security, 2010
The notion of implication $MP$-filters (briefly, $IMP$-filters) in $R_0$-algebras is introduced. The characteristic properties and extension property of $IMP$-filters are obtained. The relations among $IMP$-filters, $PIMP$-filters and $NMP$-filters of $R_0$-algebras are established. Finally, the implicative $R_0$-algebra is completely described by its $
Yong-lin Liu, Mei-ying Ren
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The notion of implication $MP$-filters (briefly, $IMP$-filters) in $R_0$-algebras is introduced. The characteristic properties and extension property of $IMP$-filters are obtained. The relations among $IMP$-filters, $PIMP$-filters and $NMP$-filters of $R_0$-algebras are established. Finally, the implicative $R_0$-algebra is completely described by its $
Yong-lin Liu, Mei-ying Ren
openaire +1 more source
2011 Seventh International Conference on Computational Intelligence and Security, 2011
A positive answer to the open problem of Iorgulescu on extend weak-R0 algebras and R0 algebras to the non-commutative forms is given. Some properties, the noncommutative forms of the properties in weak-R0 algebras and R0 algebras, are investigated. The simplified axiom systems of weak-pseudo-R0 algebras and pseudo-R0 algebras are obtained.
Yong-lin Liu, Xiao-bo Cai
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A positive answer to the open problem of Iorgulescu on extend weak-R0 algebras and R0 algebras to the non-commutative forms is given. Some properties, the noncommutative forms of the properties in weak-R0 algebras and R0 algebras, are investigated. The simplified axiom systems of weak-pseudo-R0 algebras and pseudo-R0 algebras are obtained.
Yong-lin Liu, Xiao-bo Cai
openaire +2 more sources
2011
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