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Furthermore, the fixed point theorem due to Samet and Turinici in [3] for spaces endowed with binary relation has been extended.
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The representation of binary relations has been intensively studied and many different theoretical and practical representations have been proposed to answer the usual queries in multiple domains.
Multigranulation rough sets (MGRSs) where a target concept is approximated by granular structures induced by multiple binary relations have been applied successfully in many domains but they are still affected by two issues.
The functional decomposition of binary and multi-valued discrete functions and relations has been gaining more and more recognition.
The binary relation framework has been shown to be applicable to many real-life preference handling scenarios.
Relations have been edgy for a while.
Since then, however, relations have been transformed.
Instead relations have been patched up.
Relations have been gradually improving since then.
Staff relations have been another sore point.
Relations have been strained for decades.
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