On graded nearness of sets
A Gomolińska, M Wolski - Fundamenta Informaticae, 2012 - content.iospress.com
In this article we present three inclusion functions which characterise the nearness relation
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …
[引用][C] On Graded Nearness of Sets
A Gomolińska, M Wolski - Fundamenta Informaticae, 2012 - yadda.icm.edu.pl
In this article we present three inclusion functions which characterise the nearness relation
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …
On Graded Nearness of Sets
A Gomolińska, M Wolski - Fundamenta Informaticae, 2012 - dl.acm.org
In this article we present three inclusion functions which characterise the nearness relation
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …
On Graded Nearness of Sets
A Gomolińska, M Wolski - Fundamenta Informaticae, 2012 - infona.pl
In this article we present three inclusion functions which characterise the nearness relation
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …
between finite sets of objects defined in line with JF Peters, A. Skowron, and J. Stepaniuk …