Relations and graphs: discrete mathematics for computer scientists
Relations and graphs: discrete mathematics for computer scientists
Relational Mathematics
Hi-index | 0.00 |
What now is called social choice theory has ever since attracted mathematicians -- not least several Nobel laureates -- who try to capture the comparison relations expressed and to aggregate them. Their results are often referred to nowadays. The purpose of this paper is to make point-free relation-algebraic mathematics available as a tool for the study of social choice. Thus, we provide simplification, additional systematics, more compact relation-algebraic proofs and also an access to solving such problems with programs in the language TituRel -- at least for the medium sized cases.