Department of Computer Engineering and Informatics, University of Patras, Patras, Greece. In this paper, I extend the Banerjee-Pattanaik’s and Suzumura-Xu’s results to arbitrary binary relations whose ...
You would need to enter the dimensions for your matrix first, you can enter only one number at a time. For example if you have a matrix 2x3 , you need to input 2 then press enter, after that you input ...
This is a Transitive-Reflexive Closure implementation. This algorithm uses a binary relation (R) that is contained inside a AxA. Such algorithm was studied on PCS3556 - Computational Logics at ...
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