Non-monotonic attribute reduction in decision-theoretic rough sets

H Li, X Zhou, J Zhao, D Liu - Fundamenta Informaticae, 2013 - content.iospress.com
For most attribute reduction in Pawlak rough set model (PRS), monotonicity is a basic
property for the quantitative measure of an attribute set. Based on the monotonicity, a series …
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Non-Monotonic Attribute Reduction in Decision-Theoretic Rough Sets

H Li, X Zhou, J Zhao, D Liu - Fundamenta Informaticae, 2013 - infona.pl
For most attribute reduction in Pawlak rough set model (PRS), monotonicity is a basic
property for the quantitative measure of an attribute set. Based on the monotonicity, a series …

Non-Monotonic Attribute Reduction in Decision-Theoretic Rough Sets

H Li, X Zhou, J Zhao, D Liu - Fundamenta Informaticae, 2013 - yadda.icm.edu.pl
For most attribute reduction in Pawlak rough set model (PRS), monotonicity is a basic
property for the quantitative measure of an attribute set. Based on the monotonicity, a series …

Non-Monotonic Attribute Reduction in Decision-Theoretic Rough Sets

H Li, X Zhou, J Zhao, D Liu - Fundamenta Informaticae, 2013 - dl.acm.org
For most attribute reduction in Pawlak rough set model PRS, monotonicity is a basic property
for the quantitative measure of an attribute set. Based on the monotonicity, a series of …

Non-Monotonic Attribute Reduction in Decision-Theoretic Rough Sets

H Li, X Zhou, J Zhao, D Liu - Fundamenta Informaticae, 2013 - yadda.icm.edu.pl
For most attribute reduction in Pawlak rough set model (PRS), monotonicity is a basic
property for the quantitative measure of an attribute set. Based on the monotonicity, a series …